OCR A Level Biology B Advancing H422 Specification H422Y 171714 Accredited

User Manual: H422Y

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A LEVEL

Specification

BIOLOGY B

(ADVANCING BIOLOGY)
H422
For first assessment in 2017
ocr.org.uk/alevelbiologyb
Version 2 (December 2017)

Copyright © 2017 OCR. All rights reserved.
Copyright
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However, registered centres for OCR are permitted to copy material from this
specification booklet for their own internal use.
Oxford Cambridge and RSA Examinations is a Company Limited by
Guarantee. Registered in England. Registered company number 3484466.
Registered office: 1 Hills Road
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CB1 2EU

OCR is an exempt charity.

DISCLAIMER
Specifications are updated over time. Whilst every effort is made to check all documents, there may be contradictions
between published resources and the specification, therefore please use the information on the latest specification at all
times. Where changes are made to specifications these will be indicated within the document, there will be a new version
number indicated, and a summary of the changes. If you do notice a discrepancy between the specification and a resource
please contact us at: resources.feedback@ocr.org.uk
We will inform centres about changes to specifications. We will also publish changes on our website. The latest version of our
specifications will always be those on our website (ocr.org.uk) and these may differ from printed versions.

Contents

1

Introducing…A Level Biology B (Advancing Biology) (from September 2015)
Teaching and learning resources
Professional development

ii
iii
iv

Why choose an OCR A Level in Biology B (Advancing Biology)?

1
1
2
3
4

1a.
1b.
1c.
1d.

2

The specification overview
2a.
2b.
2c.
2d.

3

Forms of assessment
Assessment objectives (AO)
Assessment availability
Retaking the qualification
Assessment of extended responses
Synoptic assessment
Calculating qualification results

Admin: what you need to know
4a.
4b.
4c.
4d.
4e.
4f.
4g.

5

Overview of A Level in Biology B (Advancing Biology) (H422)
Content of A Level in Biology B (Advancing Biology) (H422)
Content of modules 1 to 5
Prior knowledge, learning and progression

Assessment of OCR A Level in Biology B (Advancing Biology)
3a.
3b.
3c.
3d.
3e.
3f.
3g.

4

Why choose an OCR qualification?
Why choose an OCR A Level in Biology B (Advancing Biology)?
What are the key features of this specification?
How do I find out more information?

Pre-assessment
Accessibility and special consideration
External assessment arrangements
Admin of non-exam assessment
Results and certificates
Post-results services
Malpractice

Appendices
5a.
5b.
5c.
5d.
5e.
5f.
5g.
5h.

Overlap with other qualifications
Avoidance of bias
How Science Works (HSW)
Mathematical requirements
Advance Notice for component 02
Health and Safety
Practical endorsement
Revision of the requirements for practical work

© OCR 2016
A Level in Biology B (Advancing Biology)

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Introducing…
A Level Biology B (Advancing Biology) (from September 2015)
In this specification, learners study biology using a
context-based approach. Ideas are introduced within
relevant and interesting settings that help learners to
anchor their conceptual knowledge of the range of
biological topics required at GCE level. Practical skills
are embedded within the specification and learners are
expected to carry out practical work in preparation for
a written examination that will specifically test these.

Meet the team
We have a dedicated team of people working on our A
Level Biology qualifications.
Find out more about our Biology team at
ocr.org.uk/scienceteam
If you need specialist advice, guidance or support, get
in touch as follows:
••

01223 553998

••

scienceGCE@ocr.org.uk

••

@OCRscience

Vertical black lines indicate a significant change to the previous printed version.

ii

© OCR 2016
A Level in Biology B (Advancing Biology)

Teaching and learning resources
We recognise that the introduction of a new
specification can bring challenges for implementation
and teaching. Our aim is to help you at every stage and
we’re working hard to provide a practical package of
support in close consultation with teachers and other
experts, so we can help you to make the change.
Designed to support progression for all
Our resources are designed to provide you with a
range of teaching activities and suggestions so you can
select the best approach for your particular students.
You are the experts on how your students learn and
our aim is to support you in the best way we can.
We want to…
••

Support you with a body of knowledge
that grows throughout the lifetime of the
specification.

••

Provide you with a range of suggestions so
you can select the best activity, approach
or context for your particular students.

••

Make it easier for you to explore and
interact with our resource materials, in
particular to develop your own schemes
of work.

••

Create an ongoing conversation so we can
develop materials that work for you.

© OCR 2016
A Level in Biology B (Advancing Biology)

Plenty of useful resources
You’ll have four main types of subject-specific teaching
and learning resources at your fingertips:
••

Delivery Guides

••

Transition Guides

••

Topic Exploration Packs

••

Lesson Elements.

Along with subject-specific resources, you’ll also have
access to a selection of generic resources that focus
on skills development and professional guidance for
teachers.
Skills Guides – we’ve produced a set of Skills Guides
that are not specific to Biology, but each covers a topic
that could be relevant to a range of qualifications – for
example, communication, legislation and research.
Download the guides at ocr.org.uk/skillsguides.
Active Results – a free online results analysis service
to help you review the performance of individual
students or your whole school. It provides access to
detailed results data, enabling more comprehensive
analysis of results in order to give you a more accurate
measurement of the achievements of your centre and
individual students. For more details refer to
ocr.org.uk/activeresults.

iii

Professional development
Take advantage of our improved Professional
Development Programme, designed with you in mind.
Whether you want to come to face-to-face events,
look at our new digital training or search for training
materials, you can find what you’re looking for all in
one place at the CPD Hub.
An introduction to the new specifications

These events are designed to help prepare you for first
teaching and to support your delivery at every stage.
Watch out for details at cpdhub.ocr.org.uk.
To receive the latest information about the training
we’ll be offering, please register for A Level email
updates at ocr.org.uk/updates.

We’ll be running events to help you get to grips with
our A Level Biology B (Advancing Biology) qualification.

iv

© OCR 2016
A Level in Biology B (Advancing Biology)

1 Why choose an OCR A Level in Biology B
(Advancing Biology)?
1a. Why choose an OCR qualification?
Choose OCR and you’ve got the reassurance that
you’re working with one of the UK’s leading exam
boards. Our new A Level in Biology B (Advancing
Biology) course has been developed in consultation
with teachers, employers and higher education to
provide students with a qualification that’s relevant to
them and meets their needs.
We’re part of the Cambridge Assessment Group,
Europe’s largest assessment agency and a department
of the University of Cambridge. Cambridge Assessment
plays a leading role in developing and delivering
assessments throughout the world, operating in over
150 countries.

We provide a range of support services designed to
help you at every stage, from preparation through to
the delivery of our specifications. This includes:
••

1

A wide range of high-quality creative resources
including:
○○
delivery guides
○○

transition guides

○○

topic exploration packs

○○

lesson elements

○○

…and much more.

••

Access to Subject Advisors to support you
through the transition and throughout the
lifetime of the specifications.

••

CPD/Training for teachers to introduce the
qualifications and prepare you for first
teaching.

Our Specifications

••

We believe in developing specifications that help you
bring the subject to life and inspire your students to
achieve more.

Active Results – our free results analysis service
to help you review the performance of individual
students or whole schools.

••

ExamBuilder – our free online past papers
service that enables you to build your own test
papers from past OCR exam questions.

We work with a range of education providers, including
schools, colleges, workplaces and other institutions
in both the public and private sectors. Over 13,000
centres choose our A levels, GCSEs and vocational
qualifications including Cambridge Nationals and
Cambridge Technicals.

We’ve created teacher-friendly specifications based on
extensive research and engagement with the teaching
community. They’re designed to be straightforward
and accessible so that you can tailor the delivery of
the course to suit your needs. We aim to encourage
learners to become responsible for their own learning,
confident in discussing ideas, innovative and engaged.

© OCR 2016
A Level in Biology B (Advancing Biology)

All A level qualifications offered by OCR are accredited
by Ofqual, the Regulator for qualifications offered in
England. The accreditation number for OCR’s A Level in
Biology B (Advancing Biology) is QN: 601/4720/9.

1

1b. Why choose an OCR A Level in Biology B (Advancing Biology)?

1

We appreciate that one size doesn’t fit all so we offer
two suites of qualifications in each science:
Biology A – Provides a flexible approach to teaching.
The specification is divided into topics, each covering
different key concepts of biology. Teaching of practical
skills is integrated with the theoretical topics and they
are assessed through the written papers. For A level
only, the Practical Endorsement will also support the
development of practical skills.
Biology B (Advancing Biology) – Learners study biology
using a context based approach. Ideas are introduced
within relevant and interesting settings which help
learners to anchor their conceptual knowledge of
the range of biological topics required at GCE level.
Practical skills are embedded within the specification
and learners are expected to carry out practical work
in preparation for a written examination that will
specifically test these skills.
All of our specifications have been developed with
subject and teaching experts. We have worked in close
consultation with teachers and representatives from
Higher Education (HE) with the aim of including upto-date relevant content within a framework that is
interesting to teach and administer within all centres
(large and small).

It has been designed as an alternative approach to
OCR Biology A. Advancing Biology, like OCRs other
‘B’ specifications, is designed in such a way as to give
learners relevant and interesting contexts in which
to set their study of complex biological ideas. For
example, learners consider cell structure and function
in the context of the blood and the cells found in it and
photosynthesis in the context of food production and
management of the environment.
We’ve based the redevelopment of our A level sciences
on an understanding of what works well in centres
large and small. We’ve undertaken a significant
amount of consultation through our science forums
(which include representatives from learned societies,
HE, teaching and industry) and through focus groups
with teachers. Our papers and specifications have been
trialled in centres during development to make sure
they work well for all centres and learners.
The content changes are an evolution of our legacy
offering and will be familiar to centres already
following our courses, but also clear and logically laid
out for centres new to OCR, with assessment models
that are straightforward to administer. We have
worked closely with teachers and HE representatives
to provide high quality support materials to guide you
through the new qualifications.

Biology B (Advancing Biology) is a new course for OCR.

Aims and learning outcomes
OCR’s A Level in Biology B (Advancing Biology)
specification aims to encourage learners to:
••

develop essential knowledge and understanding
of different areas of the subject and how they
relate to each other

••

develop and demonstrate a deep appreciation
of the skills, knowledge and understanding of
scientific methods

••

develop competence and confidence in a variety
of practical, mathematical and problem solving
skills

2

••

develop their interest in and enthusiasm for
the subject, including developing an interest in
further study and careers associated with the
subject

••

understand how society makes decisions about
scientific issues and how the sciences contribute
to the success of the economy and society (as
exemplified in ‘How Science Works’ (HSW)).

© OCR 2016
A Level in Biology B (Advancing Biology)

1c. What are the key features of this specification?
Our Biology B (Advancing Biology) specification has
been designed so learners study biology using an
engaging, context-based approach. The specification:

••

••

••

exemplifies the mathematical requirements of
the course (see Section 5)

••

highlights opportunities for the introduction of
key mathematical requirements (see Section 5
and the additional guidance column for each
module) into your teaching

••

identifies, within the Additional guidance how
the skills, knowledge and understanding of How
Science Works (HSW) can be incorporated within
teaching.

••

mock examinations service – a free service
offering a practice question paper and mark
scheme (downloadable from a secure location).

is laid out clearly in a series of teaching modules
with Additional guidance added where required
to clarify assessment requirements. Ideas are
introduced within relevant and contemporary
settings that help students to anchor their
conceptual knowledge of the range of biological
topics required at A level

••

is co-teachable with the AS level

••

embeds practical requirements within the
teaching modules

identifies Practical Endorsement requirements
and how these can be integrated into teaching
of content (see Section 5)

1

Teacher support
The extensive support offered alongside this
specification includes:
••

••

••

delivery guides – providing information on
assessed content, the associated conceptual
development and contextual approaches to
delivery
transition guides – identifying the levels of
demand and progression for different key stages
for a particular topic and going on to provide
links to high quality resources and ‘checkpoint
tasks’ to assist teachers in identifying learners
‘ready for progression’
lesson elements – written by experts, providing
all the materials necessary to deliver creative
classroom activities

••

Active Results (see Section 1a)

••

ExamBuilder (see Section 1a)

© OCR 2016
A Level in Biology B (Advancing Biology)

Along with:
••

Subject Advisors within the OCR science team to
help with course queries

••

teacher training

••

Science Spotlight (our termly newsletter)

••

OCR Science community

••

a consultancy service (to advise on Practical
Endorsement requirements)

••

Practical Skills Handbook

••

Maths Skills Handbook.

3

1d. How do I find out more information?

1

Whether new to our specifications, or continuing
on from our legacy offerings, you can find more
information on our webpages at: www.ocr.org.uk
Visit our subject pages to find out more about the
assessment package and resources available to support
your teaching. The science team also release a termly
newsletter Science Spotlight.

You can contact the Science Subject Advisors:
ScienceGCE@ocr.org.uk, 01223 553998.
Join our Science community:
http://social.ocr.org.uk/
Check what CPD events are available:
www.cpdhub.ocr.org.uk
Follow us on Twitter: @ocr_science

4

© OCR 2016
A Level in Biology B (Advancing Biology)

2 The specification overview
2a. Overview of A Level in Biology B (Advancing Biology) (H422)
Learners must complete all components (01, 02, 03 and 04) to be awarded the OCR A Level in Biology B.

Content Overview

Assessment Overview
Fundamentals of
biology (01)

Content is split into five teaching
modules:
••

Module 1 – Development of
practical skills in biology

••

Module 2 – Cells, chemicals for
life, transport and gas exchange

••

Module 3 – Cell division,
development and disease
control

••
••

Module 4 – Energy, reproduction
and populations
Module 5 – Genetics, control
and homeostasis

Components 01, 02 and 03
can assess content from all
modules (1–5).

110 marks
2 hour 15 minutes
written paper
Scientific literacy in
biology (02)
100 marks
2 hour 15 minutes
written paper
Practical skills in
biology (03)
60 marks
1 hour 30 minutes
written paper
Practical
Endorsement in
biology (04)
(non exam
assessment)

41%

2

of total
A level
37%
of total
A level
22%
of total
A level
Reported
separately
(see Section 5g)

All components include synoptic assessment.

© OCR 2016
A Level in Biology B (Advancing Biology)

5

2b. Content of A Level in Biology B (Advancing Biology) (H422)

2

The A Level in Biology B (Advancing Biology)
specification content is divided into five teaching
modules and each module is further divided into key
topics. Each module is introduced with a summary of
the biology it contains. The assessable content is then
divided into two columns: Learning outcomes and
Additional guidance.
The Learning outcomes may all be assessed in the
examination (with the exception of some of the skills
in module 1.2 which will be assessed directly through
the Practical Endorsement). The Additional guidance
column is included to provide further advice on
delivery and the expected skills required from learners.
References to HSW (Section 5) are included in the
guidance to highlight opportunities to encourage a
wider understanding of science.
The mathematical requirements in Section 5 are also
referenced by the prefix M to link the mathematical
skills required for A Level Biology to the areas of
science content where those mathematical skills could
be linked to learning.
The specification has been designed to be co-teachable
with the standalone AS Level in Biology B (Advancing
Biology) qualification. The first three modules comprise
the AS Level in Biology B (Advancing Biology) course
and learners studying the A level continue with the
content of modules 4 and 5, and with the Practical
Endorsement skills from module 1.2 in year 13.
A summary of the content for the A level course is as
follows:
Module 1 – Development of practical skills in biology
1.1

Practical skills assessed in a written examination

1.2

Practical skills are assessed in the practical
endorsement

Module 2 – Cells, chemicals for life, transport and gas
exchange
2.1.1 Cells and microscopy
2.1.2 Water and its importance in plants and animals

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2.1.3
2.1.4
2.2.1
2.2.2
2.2.3
2.2.4

Proteins and enzymes
Nucleic acids
The heart and monitoring heart function
Transport systems in mammals
Gas exchange in mammals and plants
Transport systems in plants

Module 3 – Cell division, development and disease
control
3.1.1 The developing cell: cell division and cell
differentiation
3.1.2 The developing individual: meiosis, growth and
development
3.1.3 The development of species: evolution and
classification
3.2.1 Pathogenic microorganisms
3.2.2 The immune system
3.2.3 Controlling communicable diseases
3.3.1 The cellular basis of cancer and treatment
3.3.2 Respiratory diseases and treatment
Module 4 – Energy, reproduction and populations
4.1.1
4.1.2
4.2.1
4.2.2
4.3.1

Cellular respiration
Metabolism and exercise
Fertility and assisted reproduction
The effects of ageing on the reproductive system
Photosynthesis, food production and
management of the environment
4.3.2 The impact of population increase
4.4.1 Plant reproduction
Module 5 – Genetics, control and homeostasis
5.1.1
5.1.2
5.1.3
5.2.1
5.2.2
5.2.3
5.3.1
5.3.2
5.3.3

Patterns of inheritance
Population genetics and epigenetics
Gene technologies
The nervous system and the identification and
consequences of damage
Monitoring visual function
The effect of ageing on the nervous system
The principles and importance of homeostasis
The hormonal control of blood glucose and the
management of diabetes
Kidney functions and malfunctions

© OCR 2016
A Level in Biology B (Advancing Biology)

Assessment of practical skills and the Practical Endorsement
Module 1 of the specification content relates to the
practical skills learners are expected to gain throughout
the course, which are assessed throughout the
written examinations and also through the Practical
Endorsement (see Section 5).
Practical activities are embedded within the learning
outcomes of the course to encourage practical
activities in the classroom which contribute to the
achievement of the Practical Endorsement (Section 5)

© OCR 2016
A Level in Biology B (Advancing Biology)

as well as enhancing learners’ understanding of
biological theory and practical skills.
Opportunities for carrying out activities that could
count towards the Practical Endorsement are indicated
throughout the specification. These are shown in
the Additional guidance column as PAG1 to PAG11
(Practical Activity Group, see Section 5). There are
a wide variety of opportunities to assess PAG12
throughout the qualification.

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2c. Content of modules 1 to 5
Module 1: Development of practical skills in biology
The development of practical skills is a fundamental
and integral aspect of the study of any scientific
subject. These skills not only enhance learners’

2

understanding of the subject but also serve as a
suitable preparation for the demands of studying
biology at a higher level.

1.1 Practical skills assessed in a written examination
Practical skills are embedded throughout all sections of
this specification.

Learners will be required to develop a range of
practical skills throughout their course in preparation
for the written examinations.

1.1.1 Planning
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

experimental design, including to solve problems
set in a practical context

Including selection of suitable apparatus, equipment
and techniques for the proposed experiment.
Learners should be able to apply scientific
knowledge based on the content of the specification
to the practical context.
HSW3

(b)

identification of variables that must be
controlled, where appropriate

M0.1

(c)

evaluation that an experimental method is
appropriate to meet the expected outcomes.

HSW6

1.1.2 Implementing
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

how to use a wide range of practical apparatus
and techniques correctly

As outlined in the content of the specification and
the skills required for the Practical Endorsement.
HSW4

(b)

appropriate units for measurements

M0.1

(c)

presenting observations and data in an
appropriate format.

HSW8

8

© OCR 2016
A Level in Biology B (Advancing Biology)

1.1.3 Analysis
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

processing, analysing and interpreting qualitative
and quantitative experimental results

Including reaching valid conclusions, where
appropriate.
HSW5

(b)

use of appropriate mathematical skills for
analysis of quantitative data

Refer to Section 5 for a list of mathematical skills
that learners should have acquired competence in as
part of their course.
HSW3

(c)

appropriate use of significant figures

M1.1

(d)

plotting and interpreting suitable graphs from
experimental results, including:
(i)

selection and labelling of axes with
appropriate scales, quantities and units

(ii) measurement of gradients and intercepts.

2

M3.2
M3.3, M3.4, M3.5

1.1.4 Evaluation
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

how to evaluate results and draw conclusions

(b)

the identification of anomalies in experimental
measurements

(c)

the limitations in experimental procedures

(d)

precision and accuracy of measurements and
data, including margins of error, percentage
errors and uncertainties in apparatus

M1.11

(e)

the refining of experimental design by suggestion
of improvements to the procedures and
apparatus.

HSW3

© OCR 2016
A Level in Biology B (Advancing Biology)

HSW6

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1.2 Practical skills assessed in the practical endorsement

2

A range of practical experiences are a vital part of a
learners learning as part of this course.

practice their practical skills, preparing learners for the
written examinations.

Learners should develop and practise a wide range of
practical skills throughout the course as preparation for
the Practical Endorsement, as well as for the written
examinations.

Please refer to Section 5 (the Practical Endorsement) of
this specification to see the list of practical experiences
all learners should cover during their course. Further
advice and guidance on the Practical Endorsement can
be found in the Practical Skills Handbook.

The experiments and skills required for the Practical
Endorsement will allow learners to develop and

1.2.1 Practical skills
Learning outcomes

Additional guidance

Practical work carried out throughout the course
will enable learners to develop the following
skills:
Independent thinking
(a)

apply investigative approaches and methods to
practical work

Including how to solve problems in a practical
context.
HSW3

Use and application of scientific methods and
practices
(b)

safely and correctly use a range of practical
equipment and materials

See Section 5.
Including identification of potential hazards.
Learners should understand how to minimise the
risks involved.
HSW4

(c)

follow written instructions

(d)

make and record observations/measurements

HSW8

(e)

keep appropriate records of experimental
activities

See Section 5.

(f)

present information and data in a scientific way

HSW8

(g)

use appropriate software and tools to process
data, carry out research and report findings

M3.1
HSW3

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© OCR 2016
A Level in Biology B (Advancing Biology)

Research and referencing
(h)

use online and offline research skills including
websites, textbooks and other printed scientific
sources of information

(i)

correctly cite sources of information

The Practical Skills Handbook provides guidance on
appropriate methods for citing information.

2

Instruments and equipment
(j)

use a wide range of experimental and practical
instruments, equipment and techniques
appropriate to the knowledge and understanding
included in the specification.

© OCR 2016
A Level in Biology B (Advancing Biology)

See Section 5.
HSW4

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1.2.2 Use of apparatus and techniques
Learning outcomes

2

Additional guidance

Through use of the apparatus and techniques
listed below, and a minimum of 12 assessed
practicals (see Section 5g), learners should be
able to demonstrate all of the practical skills
listed within 1.2.1 and CPAC (Section 5g, Table 2)
as exemplified through:
(a)

use of appropriate apparatus to record a range
of quantitative measurements (to include mass,
time, volume, temperature, length and pH)

HSW4

(b)

use of appropriate instrumentation to
record quantitative measurements, such as a
colorimeter or potometer

HSW4

(c)

use of laboratory glassware apparatus for a
variety of experimental techniques to include
serial dilutions

HSW4

(d)

use of a light microscope at high power and low
power, including use of a graticule

HSW4

(e)

production of scientific drawings from
observations with annotations

HSW8

(f)

use of qualitative reagents to identify biological
molecules

HSW4

(g)

separation of biological compounds using thin
layer/paper chromatography or electrophoresis

HSW4

(h)

safe and ethical use of organisms to measure:
(i)
plant or animal responses
(ii) physiological functions

HSW4, HSW10

(i)

use of microbiological aseptic techniques,
including the use of agar plates and broth

HSW4

(j)

safe use of instruments for dissection of an
animal or plant organ

HSW4

(k)

use of sampling techniques in fieldwork

HSW4

(l)

use of ICT such as computer modelling, or a
data logger to collect data, or use of software to
process data

HSW3, HSW4

12

© OCR 2016
A Level in Biology B (Advancing Biology)

Module 2: Cells, chemicals for life, transport and gas exchange
2.1 Cells and chemicals for life
This section provides learners with a knowledge and
understanding of how the use of microscopy allowed
the development of the cell theory, which is a unifying
concept in biology. It also focuses on the importance of
microscopy in investigating the structure of eukaryotic
and prokaryotic cells. Learners will also gain an insight
into some of the advanced microscopic techniques
used by cell biologists today.
The structure of animal cells is studied in the context
of the histology of mammalian blood as revealed by
light microscopy and is contrasted with the structure of
typical plant cells.
An understanding of the importance of enzymecatalysed reactions is illustrated by the biochemical
processes that prevent excessive blood loss, and

learners investigate how first-aid and medical
intervention can assist the body’s natural mechanisms
for preventing blood loss.
In addition to enzymes, this section covers the
structures and functions of other biologically
important molecules in animals and plants, including
DNA, natural polymers, and the different mechanisms
for transporting molecules into and out of living cells.
Learners gain an appreciation of the importance of
water in living organisms and as the essential medium
in which transport and exchange takes place.
Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

2.1.1 Cells and microscopy
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

(b)

(i)

the importance of microscopy in the
development of the cell theory as a unifying
concept in biology and the investigation of
cell structure

To include the use of the light microscope,
transmission and scanning electron microscopes and
recent developments such as the confocal scanning
microscope.

(ii) the preparation of blood smears (films) for
use in light microscopy

To include how blood smears are made and the
interpretation of stained material. Practical work to
be carried out in accordance with current CLEAPSS®
guidelines. Also see Section 5.
PAG1
HSW4, HSW6

the procedure for differential staining

To include the use of Leishman’s stain to identify
leucocytes in blood smears.
HSW4, HSW6

© OCR 2016
A Level in Biology B (Advancing Biology)

13

2

(c)

2

(d)

(i)	the structure of animal cells as illustrated
by a range of blood cells and components
as revealed by the light microscope

To include red blood cells (erythrocytes), platelets,
neutrophils, lymphocytes and monocytes as
specialised cells with particular functions related to
their structures.

(ii)

PAG1

the observation, drawing and annotation
of cells in a blood smear as observed using
the light microscope

the linear dimension of cells and the use and
manipulation of the magnification formula
magnification =

M1.8
PAG1

image size
(of object)
actual size

(e)

practical investigations using a haemocytometer
to determine cell counts

To determine the mean numbers of erythrocytes
and convert to a concentration (to include details of
dilutions and calculations).
M0.1, M0.2, M0.3, M1.5, M1.10, M4.1
PAG1
HSW3, HSW4, HSW5, HSW6

(f)

the principles and use of flow cytometry in blood
analysis

To include the use of fluorescent labels. Details of
the use of different lasers is not required.
HSW3, HSW8

(g)

the ultrastructure of a typical eukaryotic animal
cell, such as a leucocyte, as revealed by an
electron microscope

To include the structure and function of the
following: plasma membrane, Golgi apparatus,
rough endoplasmic reticulum (RER) and smooth
endoplasmic reticulum (SER), ribosomes, lysosomes,
vesicles, mitochondria, cytoskeleton, centrioles.
nucleus and nucleolus.
HSW8
M1.8

(h)

(i)

To include the structure and function of chloroplasts,
large vacuole, tonoplast and the cell wall in plant
cells, circular DNA, plasmids, mesosome, pili and
flagella in prokaryotic cells.
HSW8

the ultrastructure of a typical eukaryotic
plant cell such as a palisade mesophyll cell
and a prokaryotic cell, as revealed by an
electron microscope

(ii) the similarities and differences between
the structure of eukaryotic plant and
animal cells, and between eukaryotic and
prokaryotic cells

14

© OCR 2016
A Level in Biology B (Advancing Biology)

(i)

practical investigations using a graticule and
stage micrometer to calculate and measure linear
dimensions of cells

To include the calibration of an eyepiece graticule
using a stage micrometer, calculating the area of
the field of view and measuring the sizes of organs,
tissues, cells and organelles and calculating their
magnification.
M0.1, M0.2, M1.1, M1.2, M1.8, M2.2, M4.1
PAG1
HSW3, HSW4, HSW8

(j)

how the plasma membrane is composed
of modified lipids and how the structure of
triglycerides and phospholipids is related to their
functions

To include reference to fatty acids, glycerol,
phosphate groups, ester bonds and hydrophobic/
hydrophilic properties.

(k)

the fluid mosaic model of the typical plasma
membrane

To include the location and function of
phospholipids, intrinsic proteins, extrinsic proteins,
cholesterol, glycolipids and glycoproteins.

(l)

the movement of molecules across plasma
membranes

To include diffusion and facilitated diffusion as
passive methods of transport across membranes
AND
active transport, endocytosis and exocytosis as
processes requiring ATP as an immediate source of
energy.
HSW8

(m)

practical investigation(s) into factors affecting
diffusion rates in cells

To include the use of model cells and tissues such as
beetroot.
M0.1, M0.2, M1.1, M1.2, M3.1, M3.2, M3.3, M3.5,
M3.6
PAG8
HSW1, HSW2, HSW3, HSW4, HSW5, HSW6

(n)

the roles of membranes within and at the surface
of cells

(o)

the interrelationship between the organelles
involved in the production and secretion of
proteins.

© OCR 2016
A Level in Biology B (Advancing Biology)

2

To include the role of the cytoskeleton and motor
proteins, the nucleus, ribosomes, RER, Golgi and
vesicles (no details of transcription and translation
are required at this stage).
HSW8

15

2.1.2 Water and its importance in plants and animals
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of

2

(a)

the properties of water

To include the polar nature of the water molecule,
hydrogen bonding and the role of water as a solvent.

(b)

(i)

To include the transpiration stream, cell sap and the
maintenance of turgor in plants, and plasma, serum,
tissue fluid, lymph and urine in mammals.
M0.1, M0.2, M0.3, M1.1, M1.2, M1.6, M3.1
HSW5, HSW6

(c)

the importance of water as a major
constituent of cytoplasm, intracellular and
extracellular fluids, and as the essential
transport medium in plants and animals

(ii) analysis of secondary data on the
composition of mammalian body fluids and
plant extracts to illustrate the role of water
as a solvent

To include solutes (sugars, proteins), electrolytes
(hydrogen ions, H+, potassium ions, K+, sodium ions,
Na+, chloride ions, Cl−, hydrogencarbonate ions,
HCO3−, magnesium ions, Mg2+).

(i)

To include the use of reagent test strips and
biosensors to detect and measure the concentration
of sugars and proteins.
M0.1, M0.2, M0.3, M1.1, M1.2, M1.3, M1.6, M3.1,
M3.2
PAG5, PAG9
HSW3, HSW4, HSW5, HSW6

how sugar and protein molecules can be
detected and measured in body fluids and
plant extracts

(ii) the methodology and interpretation of the
results of the Biuret test, Benedict’s test and
colorimetry
(d)

the importance of hydrolysis and condensation of
biological molecules in cell metabolism

To include the concept of monomers and polymers
in a range of biological molecules.

(e)

the structure of the ring form of α-glucose as an
example of a simple monosaccharide, and lactose
as a disaccharide

To include the concept of organic molecules as
generally containing carbon atoms and a number of
additional elements.

(f)

(i)

To include glycogen and starch (amylose and
amylopectin)
AND
the formation of 1,4- and 1,6-glycosidic bonds
and reference to the significance of branching on
solubility.

the formation of polysaccharides by
condensation

(ii) a test for the identification and  
measurement of starch

16

To include the qualitative test for starch using iodine
and colorimetry.
PAG5, PAG9

© OCR 2016
A Level in Biology B (Advancing Biology)

(g)

osmosis, in terms of the movement of water
down a water potential gradient

To include the effect of solutes and electrolytes on
the water potential of plant cells and animal cells
and on solutions within organisms e.g. body fluids,
plant sap.
M0.3, M1.1, M1.2, M1.3, M3.1, M3.2, M3.4

(h)

practical investigation(s) into factors affecting
osmosis in plant and animal cells.

M0.3, M1.1, M1.2, M1.3, M3.1, M3.2, M3.4
PAG8
HSW3, HSW4, HSW5, HSW6

© OCR 2016
A Level in Biology B (Advancing Biology)

2

17

2.1.3 Proteins and enzymes
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

(i)

the basic structure of an amino acid and the
formation of peptide bonds

(ii) the use of chromatography in the separation
and identification of amino acids

2

To include calculation of retention (Rf) values.
Rf =

distance moved by the solute
distance moved by the solvent

Practical work to be carried out in accordance with
current CLEAPSS® guidelines with regards to the
risks associated with the use of ninhydrin.
Also see Section 5f.
PAG6
(b)

the molecular structure of globular proteins
as illustrated by the structure of enzymes and
haemoglobin

To include primary, secondary and tertiary structure
in relation to enzymes, and quaternary structure and
prosthetic groups in relation to haemoglobin.

(c)

how the structure of globular proteins enable
enzyme molecules to catalyse specific metabolic
reactions

To include the role of tertiary structure in the
specificity of the active site, the formation of
enzyme substrate complexes and the lowering of the
activation energy.

(d)

(i)

M0.1, M1.2, M1.3, M1.11, M3.1, M3.2, M3.3, M3.5,
M3.6
PAG4
HSW3, HSW4, HSW5, HSW6, HSW8

the factors affecting the rate of
enzyme‑catalysed reactions

(ii) practical investigations into the factors
affecting the rate of enzyme-catalysed
reactions
(e)

(i)

the role of proteins in blood clotting, and
blood clotting as an enzyme-controlled
process

To include the role of platelets, damaged tissue,
thromboplastin, calcium ions, prothrombin,
thrombin, fibrinogen and fibrin.

(ii) the first-aid procedure to assist the blood
clotting process and prevent excessive blood
loss

HSW10, HSW11, HSW12

(f)

the use of enzymes and inhibitors in medical
diagnosis and treatment

To include diagnostic enzymes (e.g. blood amylase
and LDH) and enzymes and inhibitors used in
medical treatment (e.g. streptokinase, aspirin and
warfarin).

(g)

the donation of blood, and the types and uses of
stored blood products.

To include blood groups and a consideration of the
other issues affecting blood donation
AND
the collection and use of whole blood,
leuco‑depleted blood, packed red cells, platelets,
clotting factors and plasma.
HSW9, HSW10, HSW11, HSW12

18

© OCR 2016
A Level in Biology B (Advancing Biology)

2.1.4 Nucleic acids
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the structure of a nucleotide as the monomer
from which nucleic acids are made

(b)

the structure of adenosine di-phosphate
(ADP) and adenosine tri-phosphate (ATP) as
phosphorylated nucleotides

(c)

(i)

the structure of the DNA molecule,
including a review of the evidence for
complementary base pairing (Chargaff’s
rules)

To include the differences between RNA and DNA
nucleotides, the identification of the purines and
pyrimidines, the type of pentose sugar and the
formation of phosphodiester bonds (the sugar
phosphate ‘backbone’).

2

M0.3

(ii) practical investigation into the purification
of DNA by precipitation

HSW3, HSW7

(d)

semi-conservative DNA replication

To include the roles of the enzymes helicase and
DNA polymerase, the importance of replication in
conserving genetic information with accuracy and
the occurrence of random, spontaneous mutations.

(e)

the nature of the genetic code

To include reference to the triplet, non-overlapping,
degenerate and universal nature of the code and
how a gene determines the structure of proteins
including enzymes by ordering the sequence of
amino acids in a polypeptide.

(f)

the structure of RNA (ribonucleic acid) and how it
differs from that of DNA

(g)

transcription and translation of genes resulting in
the synthesis of polypeptides.

© OCR 2016
A Level in Biology B (Advancing Biology)

To include the role of RNA polymerase, messenger
(m)RNA, transfer (t)RNA and ribosomal (r)RNA
(details of post transcriptional modification are not
required).

19

2.2 Transport and gas exchange systems
This section provides learners with a knowledge and
understanding of the structure and functions of the
transport and gas exchange systems in mammals and
multicellular terrestrial plants.

2

Learners will gain an appreciation of the need for
mass transport systems and the significance of the
surface area to volume ratio in multicellular organisms.
The mass flow of materials within mammals and the
exchange of molecules are studied in the context of
the need to maintain a high metabolic rate.
Technological advances enable the activity of the
heart, circulation and gas exchange systems to be
monitored. Learners will be able to apply their
knowledge of physiology to the interpretation of
data on vital measurements of heart function, blood
pressure and pulmonary ventilation. The importance
of timely emergency treatment in both cardiac and
respiratory arrest is also studied.

In this section, learners gain an understanding of the
transport systems of terrestrial plants. In crop plants,
the sites where organic molecules are stored – the
harvestable parts of the plant – are often different to
the sites where these molecules are produced – the
leaves. This means that these molecules must be
moved around the plant as required. The movement
of water through a plant is, however, mainly due to
physical mechanisms and processes. Learners will
investigate the transport systems of multicellular
plants and the different tissues involved. They will gain
an appreciation of how the distribution of these tissues
varies between different types of plants and that this
distribution is diagnostic of the type of crop plant
(broad-leaved or cereal) and the structural part of the
plant (stem or root).
Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

2.2.1 The heart and monitoring heart function
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the need for a mass transport system in
mammals

Ratio =

Surface Area
Volume

To include references to a high basal metabolic rate,
being multicellular and the significance of surface
area to volume ratio.
M0.3, M4.1
(b)

(i)

the internal and external structure of the
mammalian heart

PAG2
HSW3, HSW4, HSW5, HSW6, HSW8

(ii) the examination, dissection and drawing of
the mammalian heart
(c)

the cardiac cycle

To include the role of the valves and the pressure
changes occurring in the heart and associated vessels.

(d)

how heart action is initiated and co-ordinated

To include the roles of the sino-atrial node (SAN),
atrio-ventricular node (AVN), purkyne tissue and
the myogenic nature of cardiac muscle (no detail on
hormonal and nervous control is required at AS level
but at A level this is covered in 5.3.1(b)).

20

© OCR 2016
A Level in Biology B (Advancing Biology)

(e)

practical investigation(s) into the factors affecting
heart rate

To include the effect of exercise.
M0.1, M0.4, M1.2, M1.3, M1.11, M2.3, M2.4, M3.1,
M3.2
PAG10, PAG11
HSW3, HSW4, HSW5, HSW6

(f)

the effect of heart rate on cardiac output

To include calculations based on heart rate and
stroke volume.
cardiac output = heart rate # stroke volume
M0.1, M0.4, M1.2, M1.3, M1.11, M2.3, M2.4, M3.1,
M3.2
PAG10, PAG11
HSW3, HSW4, HSW5, HSW6

(g)

the measurement and interpretation of pulse
rate, to include the generation of primary data
and the use of secondary data

M0.1, M0.4, M1.2, M1.3, M1.10, M1.11, M3.1, M3.2
PAG10, PAG11
HSW3, HSW4, HSW5, HSW6

(h)

the use and interpretation of an
electrocardiogram (ECG)

To include tachycardia, bradycardia, S-T elevation
and fibrillation.
M3.1
HSW3, HSW5

(i)

the emergency treatment given to a person
suffering a suspected heart attack or cardiac
arrest.

To include the first-aid treatment for a heart attack
and cardiac arrest
AND
the use of a defibrillator following cardiac arrest.

2.2.2 Transport systems in mammals
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the importance of the closed double circulatory
system

To include reference to blood pressure in systemic
and pulmonary systems.

(b)

(i)

HSW4, HSW5, HSW6

the structure and functions of arteries,
arterioles, capillaries, venules and veins

(ii) transverse sections of arteries, veins
and capillaries as observed using a light
microscope

Prepared slides or photomicrographs may be
examined to show the structural differences
between these vessels.

(c)

the formation and importance of tissue fluid

To include references to HP (hydrostatic pressure)
and OP (oncotic pressure or colloidal osmotic
pressure).

(d)

(i)

To include reference to both manual and electronic
measuring.

(e)

the use of a sphygmomanometer to
measure systolic and diastolic blood
pressure

(ii) comparisons of blood pressure readings

HSW3, HSW4, HSW5, HSW6

the interpretation of systolic and diastolic blood
pressure measurements

To include hypertension and hypotension and their
possible consequences.

© OCR 2016
A Level in Biology B (Advancing Biology)

21

2

2.2.3 Gas exchange in mammals and plants
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

2

(i)

the relationships between cells, tissues and
organs in the mammalian gas exchange
system

To include the appearance and the histology of
squamous epithelial cells in the alveoli, ciliated
epithelial tissue, smooth muscle, cartilage and
elastic fibres.

(ii) observations of tissues of the gas exchange
system using microscopy

PAG1
HSW4, HSW5, HSW6

(b)

the process of gas exchange in the alveoli

To include the roles of ventilation, epithelial tissue,
smooth muscle, cartilage, elastic fibres, blood
capillaries and surfactant in the establishment and
maintenance of concentration gradients.

(c)

the parameters affecting pulmonary ventilation

To include consideration of tidal volume, breathing
rate, vital capacity, residual volume, PEFR and FEV1
(no detail of the use of a spirometer is required).
PAG10
M0.1, M2.2, M2.3, M2.4

(d)

how expired air resuscitation can be carried
out on adults, children and babies in cases of
respiratory arrest

To include reference to both manual and electronic
methods.
HSW3, HSW4, HSW5, HSW6

(e)

the process of gas exchange in terrestrial plants.

To include the diffusion of gases between the
atmosphere and intercellular spaces of leaves via
stomata and through the lenticels of stems.

(f)

(i)

To include reference to changes in turgor and water
potential of guard cells and the need for ATP.

the structure of stomata, their opening and
closing

(ii) the microscopic appearance of stomata

To include the appearance of stomata in the leaves
of different terrestrial plants.
PAG1

2.2.4 Transport systems in plants
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the need for transport systems in multicellular
plants

To include references to size, variations in metabolic
rate and the significance of surface area to volume
ratio.

(b)

the structure, function and location of vascular
tissue in roots, stems and leaves

To include xylem vessels, sieve tube elements and
companion cells in the roots, stems and leaves
of monocotyledonous crop plants (cereals) and
dicotyledonous crop plants (broad-leaved crops
e.g. carrots, potatoes).

22

© OCR 2016
A Level in Biology B (Advancing Biology)

(c)

(i)

the observation, drawing and annotation of
stained sections of plant tissues using a light
microscope

M0.1, M0.2, M1.1, M1.2, M1.8, M2.1
PAG1
HSW2, HSW3, HSW4, HSW5, HSW8

(ii) the longitudinal and transverse dissection
and examination of plant organs to
demonstrate the position and structure of
vascular tissue

PAG2
HSW2, HSW3, HSW4, HSW5, HSW8

(d)

the entry and transport of water in terrestrial
plants

To include details of the pathways taken by water
AND
the mechanisms of movement, including adhesion,
cohesion and the transpiration stream, in terms of
water potential.
HSW2, HSW8

(e)

(i)

To include an appreciation that transpiration
occurs due to physical processes linked to gaseous
exchange in leaves.

(f)

the process of transpiration and the
environmental factors that affect the
transpiration rate

2

(ii) practical investigations to estimate
transpiration rates

M0.1, M0.2, M1.1, M1.2, M1.3, M1.6, M1.11, M3.1,
M3.2, M3.3, M3.5, M3.6, M4.1
PAG5
HSW2, HSW3, HSW4, HSW5, HSW6, HSW8

the mechanism of translocation.

To include translocation in the phloem as an
energy-requiring process transporting assimilates,
especially sucrose, between sources (e.g. leaves)
and harvestable sinks (e.g. roots, stems and seeds)
AND
details of active loading at the source and removal
at the sink

© OCR 2016
A Level in Biology B (Advancing Biology)

23

Module 3: Cell division, development and disease control
3.1 Cell division and development

2

This section provides learners with knowledge
and understanding of biological development on
three levels: cell division by mitosis (where genetic
information is copied and passed to daughter cells)
cell differentiation, cell division by meiosis and fetal
development, and the evolutionary development of
species.
Scientific research has highlighted the role of apoptosis
during the life cycle of a multicellular organism. The
importance of both mitosis and apoptosis is considered
in relation to fetal growth and development, as well
as an appreciation that these processes are affected
by environmental factors. Knowledge of recent
advancements in stem cell technology and its potential
applications further enhance learners’ understanding
of these fundamental cellular processes.

Meiosis is also studied as a process that promotes
genetic biodiversity and variation. The potential for
change and the development of new species by the
action of natural selection on genetic variation is
seen as an essential part of the process of evolution.
Learners will also gain an understanding that the
variety of life, both past and present, is extensive,
but the biochemical basis of life is similar for all living
things as well as of the link between natural selection
and the adaptations of living organisms to their
environments.
Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

3.1.1 The developing cell: cell division and cell differentiation
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the cell cycle

To include the processes taking place during
interphase (G1,S and G2), mitosis and cytokinesis,
leading to genetically identical daughter cells.

(b)

(i)

To include the changes in the nuclear envelope
and the behaviour of the centrioles, spindle fibres,
centromere, chromatids and chromosomes, and the
formation of the cell plate in plant cells.

the changes that take place in the nuclei
and cells of animals and plants during
mitosis

(ii) the microscopic appearance of cells
undergoing mitosis

To include the examination and drawing of stained
sections or squashes of plant tissue and the
identification of the stages observed.
PAG1
HSW4, HSW5, HSW6

(c)

the principal stages and features of apoptosis

To include cell shrinkage, nuclear condensation
(pyknosis), blebs, nuclear fragmentation
(karyorrhexis), the roles of phosphatidylserine and
macrophages.

(d)

the importance of apoptosis and mitosis in
growth and repair

To include examples of the roles of apoptosis in cell
deletion and mitosis in cell addition.

24

© OCR 2016
A Level in Biology B (Advancing Biology)

(e)

(i)

the differentiation of stem cells into  
specialised cells

(ii) current applications and uses of stem cells.

To include an appreciation of the differences
between totipotent, pluripotent and multipotent
stem cells, and the differentiation of bone marrow
stem cells into specialised blood cells.
To include the use of bone marrow stem cells.

3.1.2 The developing individual: meiosis, growth and development
Learning outcomes

2

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the significance of meiosis in sexual reproduction
and the production of haploid gametes in plants
and animals

To include the importance of meiosis in maintaining
the chromosome number at fertilisation and
between generations.

(b)

the stages of meiosis in plant and animal cells

To include the use of diagrams to describe
interphase, prophase 1, metaphase 1, anaphase 1,
telophase 1, prophase 2, metaphase 2, anaphase 2,
telophase 2 (no details of the names of the stages
within prophase 1 are required).
PAG1

(c)

how meiosis produces daughter cells that are
genetically different

To include the importance of chiasma formation,
crossing over, independent assortment of
chromosomes (metaphase 1) and chromatids
(metaphase 2), in producing genetic variation.

(d)

the programme of antenatal care in the United
Kingdom

To include pre-conceptual care and post-conceptual
care.

(e)

the dietary changes recommended during
pregnancy

To include the roles of protein, calcium, iron,
vitamin A, vitamin C and folic acid
AND
the reasons for changes in DRV recommendations of
these nutrients and energy during pregnancy.

(f)

the effects of alcohol consumption and smoking
on fetal growth and development

(g)

(i)

the use of ultrasound for measuring fetal
growth

To include the measurement of biparietal diameter
of the cranium, crown-rump length of the back.
M0.1, M0.3, M1.3, M1.4, M1.6

(ii) the analysis of secondary data from fetal
growth charts

© OCR 2016
A Level in Biology B (Advancing Biology)

25

2

(h)

the advantages and disadvantages of techniques
for assessing fetal development and detecting
disorders

To include fetal ultrasonography, amniocentesis and
chorionic villus sampling.

(i)

the production and use of karyotypes.

To include the use of karyotypes in fetal sex
identification and the diagnosis of chromosomal
mutations. To include Down’s syndrome, Klinefelter’s
syndrome and Turner’s syndrome (no details of
non‑disjunction are required at AS level).

3.1.3 The development of species: evolution and classification
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the concepts of biological classification and
species

To include the taxonomic ranks in the hierarchy
of classification (domain, kingdom, phylum, class,
order, family, genus, species)
AND
an outline of the biological and phylogenetic species
concepts.

(b)

the types of evidence used in biological
classification and consideration of how theories
change as new evidence is found

Evidence for hominid classification to include
observable features (e.g. fossils) and molecular
evidence (e.g. DNA).
HSW7, HSW8

(c)

the use of DNA barcoding in biological
classification, examples of the genes used and
consideration of the reasons for the choice of
these genes

To include the use of mitochondrial genes
(e.g. cytochrome c oxidase 1) in animals,
and chloroplast genes in plants (no details of
electrophoresis are required).

(d)

the interpretation of phylogenetic trees
and genetic data to show relatedness and
classification in plants and animals

To include consideration of hominids, both extinct
and extant, and hylobatids, including examples in
which there is conflicting evidence.
HSW5, HSW6, HSW8

(e)

(i)

To include the following adaptations in Homo
sapiens: tool use and cultural adaptations for social
bonding (behavioural), lactose tolerance and skin
pigmentation (physiological), bipedalism and brain
size (anatomical)
AND
adaptations of plants to their environment including
adaptations to extremes of temperature, light and
water.

behavioural, physiological and anatomical
adaptations to the environment

(ii) practical investigation into adaptations of
plants to environmental factors

26

© OCR 2016
A Level in Biology B (Advancing Biology)

(f)

the evolution of language as an example of a
scientific question with many competing theories

To include discussion of why some scientific
questions (e.g. “how did language evolve?”) are
difficult to answer because of a lack of evidence, and
consideration of competing theories (to include the
“mother tongues” and “gossip” hypotheses).
HSW1, HSW2, HSW3, HSW7, HSW8

(g)

adaptation and selection as components of
evolution

To include the ideas of genetic variation, selection
pressures and natural selection in relation to
evolution.

the definition and measurement of biodiversity

To include calculating Simpson’s Index of Diversity
(D). The formula will be provided where needed in
assessments and does not need to be recalled

(h)

2

J J n N2N
D = 1 - KKR KK OO OO
L LN P P
To include a consideration that biodiversity can exist
at the genetic, species and ecosystem levels.
M0.2, M0.3, M0.4, M1.1, M1.5, M2.3
(i)

the calculations of genetic diversity within
populations.

To include the percentage of gene variants (alleles)
in a genome.
proportion of polymorphic number of polymorphic gene loci
=   
gene loci
total number of loci

M0.1, M0.2, M1.1, M2.2, M2.4

3.2 Pathogens, immunity and disease control
In this section, learners study the nature of pathogens
and their means of transmission. An understanding of
the primary defences and immunological responses
of the body to infection, and the management and
treatment of communicable diseases will also be
considered, including the challenges of controlling
the spread of drug-resistant strains. Learners will also
gain an appreciation of the need for epidemiological

research in this dynamic and changing area of science,
and evaluate the associated risks and benefits to the
individual and to society.
Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

3.2.1 Pathogenic microorganisms
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

how pathogens (including bacteria, viruses and
fungi) cause communicable disease

To include an outline of the general mechanisms of
pathogenicity by bacteria (toxin production), viruses
(taking over cell metabolism) and fungi (enzyme
secretion).

(b)

the causes, means of transmission, symptoms
and the principal treatment of tuberculosis (TB)
and HIV/AIDS

To include droplet infection, details of primary and
secondary TB and also opportunistic infections
(HIV‑AIDS).
HSW10

© OCR 2016
A Level in Biology B (Advancing Biology)

27

2

(c)

the structure of the Human Immunodeficiency
Virus (HIV)

(d)

(i)

To include the use of diagrams showing the location
of enzymes and the nature of the genetic material.

the use of Gram stain, cell and colony
morphology to identify bacteria

(ii) the culturing of bacteria and the
identification of Gram-positive and
Gram‑negative bacteria using the Gram
staining method on pure cultures

HSW3, HSW4, HSW5, HSW6, HSW8

(e)

how the incidence and prevalence of a
communicable disease can change over time

To include the principles of endemic communicable
diseases (e.g. chickenpox in the UK), epidemics
(e.g. SARS in China, 2002) and pandemics (e.g. H1N1
influenza in 2009).

(f)

calculations of incidence rates, prevalence rates
and mortality rates and their importance in
epidemiology

M0.1, M0.3, M0.4

(g)

the analysis, interpretation and use of
epidemiological data

To include the evaluation of graphical data to assess
the impact of disease e.g. for HIV and TB infection.
M1.3, M1.7, M3.1, M3.5, M3.6
HSW12

(h)

the importance of reporting notifiable diseases
and the role of Public Health England, formerly
known as the Health Protection Agency (HPA)

To include examples of notifiable diseases.
HSW12

(i)

the social, ethical, economic and biological
factors involved in the attempts to control and
prevent diseases in the context of HIV/AIDS
and TB.

HSW10

28

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A Level in Biology B (Advancing Biology)

3.2.2 The immune system
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

primary defences and non-specific defences
against pathogens

Primary defences to include mucus and cilia in the
respiratory tract, lysozyme in tears and stomach acid
AND
non-specific immune responses to include
phagocytosis and inflammation.

(b)

the mode of action of phagocytes

To include the roles of cytokines, opsonins,
phagosomes and lysosomes.

(c)

the different roles and modes of action of B and
T lymphocytes in the specific immune response

To include clonal selection and clonal expansion,
plasma cells, T helper cells, T killer cells and T
regulatory cells.

(d)

the secondary immune response and the role of
memory cells in long term immunity

To include T memory cells and B memory cells.

(e)

the structure and general function(s) of
antibodies

To include descriptions of antibody structure from
diagrams
AND
an outline of the action of opsonins and agglutinins.

(f)

how individuals can be tested for TB and HIV
infection

To include antibody tests and antigen tests for both
diseases
AND
the Mantoux test for TB.

(g)

the differences between active and passive
immunity, and between natural and artificial
immunity

To include examples of each type of immunity.

(h)

how allergies can result from hypersensitivity of
the immune system.

To include an outline of the sequence of events in a
typical allergic response to allergens such as pollen
(hay fever).

© OCR 2016
A Level in Biology B (Advancing Biology)

29

2

3.2.3 Controlling communicable diseases
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:

2

(a)

the principles of vaccination

To include the different forms of vaccines (live
vaccine, dead microorganisms, pathogen fragments)
and the importance of booster vaccinations.

(b)

the role of vaccination programmes in the
prevention of epidemics

To include reference to the establishment of herd
immunity.

(c)

the biological problems in the development of
vaccines and the use of vaccination programmes

To include issues with vaccine development,
mutation rate and antigen variability (e.g. in HIV and
the influenza virus(es)) and live vaccines
AND
vaccine use – storage of vaccine, distribution of
vaccine and the nutritional status of the target
population e.g. if protein deficient.

(d)

the ethical issues related to the development and
use of vaccines

To include the use of a vaccine in girls against
Human Papilloma Virus (HPV) to prevent cervical
cancer.
HSW10

(e)

the use of antibiotics in the treatment of
communicable disease

To include an outline of the modes of action of
antibiotics e.g. inhibition of bacterial protein, DNA
and cell wall synthesis
AND
the cellular differences between prokaryotic and
eukaryotic cells that allow antibiotics to act on
bacterial but not human cells.

(f)

how the misuse of antibiotics can lead to the
evolution of resistant strains of bacteria

To include reference to TB and MRSA.

(g)

practical investigation on the effect of antibiotics
on Gram-positive and Gram‑negative bacteria.

To include bacteriostatic and bacteriocidal effects
of antibiotics and the effects of disinfectant use and
other hygiene practices.
M0.1, M0.2, M0.4, M1.1, M4.1
PAG1, PAG7
HSW3, HSW4, HSW5, HSW6, HSW8

30

© OCR 2016
A Level in Biology B (Advancing Biology)

3.3 Non-communicable diseases
In this section, an understanding of non-communicable
diseases will be illustrated by reference to cancer,
smoking-induced lung diseases and asthma.
Learners will use their knowledge of cell division from
Module 3.1 to further their understanding of the
cellular and genetic basis of cancer. The computerised
technological devices and tests that enable early
detection and diagnosis of cancer will also be
considered, as well as the use of genetic screening to
assess potential risks.
Consideration will be given to the analysis of
epidemiological data when evaluating the causes of

non-infectious diseases, and learners will consider
the importance of clinical trials when developing
new medicinal treatments. The role of government
health agencies in providing national guidelines for
treatments is also explored.
In this section, learners will consider the biological
and ethical implications of medical and scientific
advancements and evaluate the associated risks and
benefits to society.

2

Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

3.3.1 The cellular basis of cancer and treatment
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the factors that may increase the risk of
developing non-communicable diseases

Factors to include heredity, ageing, types of
radiation, carcinogen, viruses and air pollution and
diseases to include cancers and asthma
AND
to include an evaluation of epidemiological and
other evidence to identify correlations.

(b)

the cellular basis of cancer

To include an outline of cell cycle control and the
changes in control which lead to the formation of
tumours and metastases.

(c)

how mutations to proto-oncogenes can lead to
cancer

To include Ras and Myc proto-oncogenes.

(d)

how mutations to tumour suppressor genes can
lead to cancer

To include the p53 gene.

(e)

the evaluation of epidemiological evidence
linking potential risk factors with particular forms
of cancer

To include smoking and lung cancer, diet and bowel
cancer, BRCA1 gene mutations and breast cancer.
M1.3, M1.5, M1.7, M3.1
HSW5, HSW6

(f)

the methods used to detect cancers

To include references to MRI, X-rays, mammography,
CT scans, ultrasound, PET scans, biopsies and blood
tests.

© OCR 2016
A Level in Biology B (Advancing Biology)

31

2

(g)

the ethical and economic considerations when
screening and conducting genetic tests for cancer

To include evaluation of screening for particular
cancers e.g. the potential harm, accuracy and cost of
the screening procedure
AND
discussion of the ethics of genetic tests e.g. for BRCA
and HNPCC genes.
HSW9, HSW10

(h)

the methods used to treat patients with cancer.

To include surgery, chemotherapy, radiotherapy,
immunotherapy (monoclonal antibodies),
complementary therapies and hormone-related
treatment.

3.3.2 Respiratory diseases and treatment
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the short-term and long-term effects of
pollutants on the respiratory system

(b)

the causes and symptoms of chronic bronchitis
and emphysema (COPD), asthma and lung cancer

(c)

comparisons of acute and chronic diseases

(d)

the treatment of asthma

To include the use of beta agonists and steroids.

(e)

the importance of plants as potential sources of
medicinal drugs

To include the use of theophylline (from Theobroma
cacao) in the treatment of COPD and asthma,
topotecan (from Camptotheca acuminata) in the
treatment of lung cancer, aspirin (from Salix spp.)
and quinine (from Cinchona spp.).

(f)

the design and use of clinical trials to assess the
value of treatments

To include the role of each phase of a clinical trial
and the importance of the recruitment and size of
sample, randomisation, placebos and double-blind
trials.
M1.5
HSW9, HSW10, HSW11

(g)

the role of NICE (The National Institute for Health
and Care Excellence) in providing guidelines for
treatments.

To include its role in providing guidelines on clinical
practice, health technologies and public health
AND
the importance of economic considerations in the
production of guidelines.
HSW9, HSW10, HSW11

32

To include tobacco smoke, asbestos and fungal
spores.

© OCR 2016
A Level in Biology B (Advancing Biology)

Module 4: Energy, reproduction and populations
4.1 Energy, metabolism and exercise
This section builds on the knowledge and
understanding gained in Module 2 by considering
the role of ATP as an immediate source of energy for
biological processes and the biochemical pathways of
cellular respiration that generate ATP.
The concept of aerobic fitness is explored in the
context of the effects of exercise on the respiratory
and cardiovascular systems. The effects of exercise
on skeletal muscles and the mechanism of muscle
contraction at cellular level are also considered.

The process of cellular respiration requires an efficient
supply of oxygen and the importance of respiratory
pigments as oxygen carriers is illustrated by reference
to haemoglobin and myoglobin. Learners also gain an
insight into the unique properties of fetal haemoglobin
in meeting the metabolic needs of the fetus during
development.
Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

4.1.1 Cellular respiration
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

an outline of glycolysis as an enzyme controlled
metabolic pathway

To include the location of the enzymes (only
dehydrogenase to be named), the conversion of
glucose to triose phosphate, the production of
pyruvate, reduced NAD and the production of ATP
by substrate level phosphorylation.
HSW8

(b)

an outline of the link reaction

To include the location of the enzymes,
decarboxylation and dehydrogenation of pyruvate
(3C) to acetyl (2C) coenzyme A, and the reduction
of NAD.
HSW8

(c)

an outline of the Krebs cycle

To include the location of the enzymes, the
formation of citrate from the acetyl group of
acetyl CoA and oxaloacetate, the conversion of
citrate to oxaloacetate using decarboxylation and
dehydrogenation reactions and the production
of reduced NAD and reduced FAD and also ATP
by substrate level phosphorylation (names of
intermediate compounds are not required).
HSW8

© OCR 2016
A Level in Biology B (Advancing Biology)

33

2

2

(d)

an outline of the process of oxidative
phosphorylation

To include the location of the process and the roles
of electron carriers, oxygen and the mitochondrial
cristae (inner membrane)
AND
to include the electron transport chain, proton
gradients and ATP synthase.
HSW8

(e)

an outline of the process of anaerobic respiration
in muscle cells and in yeast

To include an appreciation that anaerobic respiration
produces a much lower yield of ATP than aerobic
respiration.

(f)

the relative energy values of different respiratory
substrates

To include the calculation and interpretation of
respiratory quotients for carbohydrates, proteins
and lipids.
RQ =

CO 2 produced
O 2 consumed

M0.3, M2.3, M2.4
HSW8, HSW12
(g)

(i)

the use of respirometers and other methods
to investigate the rate of respiration

M0.1, M0.2, M0.3, M1.1, M1.2, M1.3, M1.6, M1.9,
M3.2, M3.3, M3.5, M3.6
PAG4
HSW2, HSW3, HSW4, HSW5, HSW6

(ii) practical investigations into the effect of
temperature, substrate concentration,
anaerobic conditions and different
respiratory substrates on the rate of
respiration.

4.1.2 Metabolism and exercise
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the consequences of exercise on the body

To include both immediate and long term effects on
the respiratory and cardiovascular systems and on
skeletal muscle.
HSW12

(b)

the factors affecting aerobic fitness

To include age, gender and participation in exercise.

(c)

practical investigations into the effect of factors
on (resting) heart rate, breathing rate or recovery
times and the analysis of primary and secondary
data

M0.1, M0.2, M0.3, M1.1, M1.2, M1.3, M1.6, M1.9,
M3.2, M3.5
PAG10
HSW3, HSW4, HSW5, HSW6, HSW12

34

© OCR 2016
A Level in Biology B (Advancing Biology)

(d)

(i)

how training can significantly improve
aerobic fitness

To include frequency, intensity, type and time
(duration) (F.I.T.T. factors) of exercise programme.
M0.1, M0.2, M0.3, M1.1, M1.2, M1.3, M1.6, M1.9,
M3.5
PAG10
HSW4, HSW5, HSW6, HSW12

(ii) practical investigations into the effects
of F.I.T.T. factors on (resting) heart rate,
breathing rate or recovery times

2

(e)

supplementary methods of enhancing athletic
performance

To include the description and evaluation of
carbohydrate loading diets, the use of recombinant
erythropoietin (RhEPO), blood doping and use of
steroids.

(f)

the significance of VO2 max as a measure of
aerobic fitness

To include considerations of VO2 max as the
maximum rate at which oxygen can be taken in,
transported and utilised.
M0.1, M0.2, M1.9, M3.1
HSW1, HSW3, HSW4, HSW5, HSW6, HSW9, HSW10,
HSW12

(g)

the role of haemoglobin in oxygen transport

(h)

the oxygen dissociation curves for different
respiratory pigments

To include the differences in affinity for oxygen
between adult haemoglobin, fetal haemoglobin and
myoglobin and the reasons for the differences.
M0.1, M0.2, M1.1, M1.2, M1.6, M3.1, M3.4, M3.6
HSW8

(i)

the factors which affect oxygen dissociation from
respiratory pigments

To include temperature, pH, carbon dioxide and the
role of carbonic anhydrase.

(j)

the build-up of an oxygen deficit and oxygen
debt/EPOC (Excess Post-exercise Oxygen
Consumption)

To include the differences between the oxygen
deficit and oxygen debt.

(k)

(i)

To include the interpretation of diagrams,
photomicrographs and electron micrographs.
M0.1, M0.2, M1.1, M1.2, M1.8

(l)

the histology and ultrastructure of skeletal
muscle

(ii) observations of muscle tissue made using
a light microscope and muscle tissue
responses to ATP and other solutions

To include muscle dissections e.g. chicken leg with
thigh.
M0.1, M0.2, M1.1, M1.2, M1.8
PAG1
HSW4, HSW5, HSW6

the sliding filament theory of muscle contraction.

To include the role of actin, myosin, troponin,
tropomyosin, the importance of the power stroke
and the role of ATP and calcium ions.
HSW8

© OCR 2016
A Level in Biology B (Advancing Biology)

35

4.2 Mammalian reproduction

2

This section builds on the knowledge and
understanding of cell division gained in Module 3 by
introducing learners to the process of gametogenesis
and its role in human reproduction. The hormonal
regulation of both gametogenesis and the female
reproductive cycle will be considered, as well as
the part played by hormones in enabling natural
conception to occur.
Learners will also gain an understanding of the
treatments and procedures that have been developed
by endocrinologists to assist conception, including IVF

and ICSI, and the issues that couples need to consider
in order to make informed and ethical choices.
This section also considers the biological and ethical
issues associated with infertility and the effects of
ageing on the reproductive systems of men and
women.
Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

4.2.1 Fertility and assisted reproduction
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the parts of the male and female urinogenital
systems

To include the interpretation of diagrams,
photomicrographs and electron micrographs.
M0.1, M0.2, M1.1, M1.2, M1.8

(b)

(i)

To include the interpretation of diagrams,
photomicrographs and electron micrographs.
M0.1, M0.2, M1.1, M1.2, M1.8

the histology of the ovaries and testes

(ii) observations of the histology of the ovaries
and testes made using the light microscope

PAG1
HSW4, HSW5, HSW6

(c)

the process of gametogenesis

To include oogenesis and spermatogenesis and
relate these to mitosis and meiosis.

(d)

the structure of the secondary oocyte and sperm
related to their functions

To include the interpretation of diagrams,
photomicrographs and electron micrographs.
M0.1, M0.2, M1.1, M1.2, M1.8

(e)

the role of hormones in gametogenesis

To include spermatogenesis: FSH, GnRH, LH,
testosterone and inhibin
AND
oogenesis: FSH, LH, progesterone, oestrogen and
GnRH.

(f)

the role of hormones in the regulation of the
menstrual cycle

To include LH, FSH, progesterone and oestrogen.

36

© OCR 2016
A Level in Biology B (Advancing Biology)

(g)

the process of fertilisation

To include the importance in restoring chromosome
number and introducing genetic variation.

(h)

the use of monoclonal antibodies in pregnancy
testing

No details of the production of monoclonal
antibodies are required.

(i)

a consideration and evaluation of the biological
and ethical issues surrounding infertility

To include the production of abnormal sperm, low
sperm count and blocked vas deferens, ovulatory
disorders, oviduct blockage, endometriosis and
anti‑sperm antibodies.
M0.1, M0.2, M1.1, M1.2, M1.8

(j)

assisted reproduction

2

Treatments and techniques to include intrauterine
insemination, IVF, intra-cytoplasmic sperm injection
(ICSI), donor sperm insemination, surgical sperm
retrieval, ovulation induction, frozen embryo
replacements and gamete intra-fallopian transfer.
HSW9, HSW10, HSW12

4.2.2 The effects of ageing on the reproductive system
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the effects of ageing on the female reproductive
system

To include the changes in physiology associated with
ageing (changes in hormone levels, fertility and the
menopause).

(b)

managing the effects of ageing on the female
reproductive system

To include the use of HRT with its advantages and
disadvantages and the use of alternative treatments.
HSW5, HSW6, HSW9, HSW10, HSW11

(c)

the effects of ageing on the male urinogenital
system.

To include changes in hormone levels and fertility,
changes in erectile function and the consequences
of benign prostate hyperplasia.
HSW5, HSW6, HSW9, HSW10, HSW11

© OCR 2016
A Level in Biology B (Advancing Biology)

37

4.3 Photosynthesis, food production and populations
This section begins with a consideration of the
biochemical pathways of photosynthesis and its
importance as a synthetic process upon which most
food chains and food webs are based.

2

Learners gain an appreciation of the role of
microorganisms in recycling materials within the
environment and maintaining balance within
ecosystems. Microorganisms are also used as natural
biosensors by environmental biologists to detect and
measure the presence of chemical compounds in the
environment.

In this section learners consider ecosystems on
different scales from the small (the rumen of many
herbivores) to the very large (farms required for global
food production). The need to conserve environmental
resources in a sustainable fashion is considered, whilst
appreciating the potential conflict arising from the
needs of an increasing human population. Learners
also consider the impacts of human activities on the
natural environment and biodiversity.
Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

4.3.1 Photosynthesis, food production and management of the environment
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

(b)

38

(i)

the ultrastructure of the chloroplast

To include the location of the components for
the light-dependent reaction in the thylakoid
membranes (light harvesting complexes,
photosystems, electron transport chain and ATP
synthase) and the location of the enzymes for the
light-independent reactions in the stroma.

(ii) practical investigation into the separation of
pigments by paper chromatography

No details of the structure of carotenoids or
accessory pigments are required.
M1.1, M1.2, M1.3, M1.6, M1.7, M1.8
PAG6
HSW4, HSW5, HSW6

the process of the light-dependent stage of
photosynthesis

To include the transfer of light energy to chemical
energy in the form of ATP and reduced NADP (details
of cyclic and non-cyclic photophosphorylation are
not required).
HSW8

© OCR 2016
A Level in Biology B (Advancing Biology)

(c)

(d)

the production of complex organic molecules in
the light-independent stage of photosynthesis
(Calvin cycle)

(i)

practical investigations into the factors
affecting photosynthesis

To include the use of the products of the lightdependent reactions (ATP and reduced NADP)
within the light-independent reactions
AND
the role of carbon dioxide, ribulose bisphosphate
carboxylase (RuBisCO), ribulose bisphosphate
(RuBP), glycerate-3-phosphate (GP) and triose
phosphate (TP) but no other biochemical detail is
required.
M1.1, M1.2, M1.3, M1.6, M1.7, M3.5
HSW4, HSW5, HSW6, HSW8
To include light wavelength, light intensity, light
duration, temperature and pH.
M1.1, M1.2, M1.3, M1.6, M1.7, M1.9, M3.5
PAG4
HSW3, HSW4, HSW5, HSW6

(ii) practical investigations of the Hill Reaction
(light dependent reaction) using DCPIP

M1.1, M1.2, M1.3, M1.6, M1.7, M3.5
PAG4
HSW3, HSW4, HSW5, HSW6

(e)

the metabolism of TP and GP to produce
carbohydrates, lipids and amino acids

To include reference to the need for appropriate
mineral ions (e.g. nitrates and sulfates in relation to
amino acids).

(f)

the dependency of respiration in plants and
animals upon the products of photosynthesis

(g)

(i)

(h)

2

the biological significance of the
compensation point for crop production

(ii) an interpretation of data and graphs
relating to the biological significance of the
compensation point for crop production

M3.4, M3.5

(iii) practical investigation of different leaf
samples to compare compensation points
with hydrogencarbonate indicator solution

M1.1, M1.2, M1.3, M1.6, M1.7, M3.4, M3.5
HSW3, HSW4, HSW5, HSW6

(i)

To include the recycling of nitrogen by bacteria, with
reference to the roles of Azotobacter, Nitrosomonas,
Nitrobacter and Rhizobium
AND
the use of luminescent microorganisms as
biosensors in environmental monitoring.

the importance of microorganisms in
maintaining ecosystems, with reference to
the nitrogen cycle

(ii) culturing of Rhizobium spp. in vitro

M1.8
PAG1
HSW4, HSW5, HSW6

(iii) investigating the appearance of root
nodules in legumes

M1.8
HSW4, HSW5, HSW6

© OCR 2016
A Level in Biology B (Advancing Biology)

39

2

(i)

the transfer of biomass through a food chain in
food production

M0.4, M1.2, M1.6

(j)

a consideration of the efficiency of biomass
transfers in the food chain with reference to their
comparative ability to provide resources in a
sustainable fashion

To include fish farming and maize grown as animal
feed for beef cattle reared for human consumption.
efficiency =

biomass transferred
# 100
biomass intake

(k)

the role of ruminants in the human food chain

To include an outline of the structure and
composition of the ruminant digestive system as an
ecosystem and the role of microorganisms within
this ecosystem in the digestion of cellulose, the
production of fatty acids and as a source of protein.

(l)

(i)

To include a consideration of farms as ecosystems
where biotic and abiotic factors impact on
productivity
AND
the features of intensive and extensive farming to
include the advantages and disadvantages with
reference to hedgerow removal, use of chemicals,
disposal of farm waste and consideration of
government schemes such as the countryside
stewardship scheme.

farms as ecosystems

(ii) the potential for conflict between
agriculture and conservation

(m)

(i)

how land management can result in
deflected succession

(ii) practical investigations of differences
in biodiversity using techniques such as
random and systematic sampling.

40

To include descriptions of succession as a dynamic
process moving from colonisation to climax
communities
AND
how examples of land management practices
(to include forestry and agriculture) can deflect
succession.
HSW9, HSW10, HSW11
M1.5, M1.6, M1.7, M2.3
PAG3
HSW4, HSW5, HSW6

© OCR 2016
A Level in Biology B (Advancing Biology)

4.3.2 The impact of population increase
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the factors that alter the birth rate and death
rate in human populations

To include food production, advances in medical
technology and disease control
AND
interpretation of demographic charts/graphs.
M1.3, M1.5, M3.2, M3.5

2

(b)

the impact of the rise in human population on
ecosystems and biodiversity

To include the impacts of humans on the global
ecosystem (e.g. impact on abiotic factors such as
climate, soils and water quality and on biotic factors
such as changes in biodiversity).
M1.5

(c)

the ecological, economic and scientific
importance of species biodiversity

To include aesthetic, medical and agricultural
considerations and the use of statistical methods to
assess species biodiversity (e.g. Simpson’s Diversity
Index).
M1.5, M2.3

(d)

the global food security agenda concerning
sustainable food production and food
consumption

To include but not limited to food system challenges
(food safety, food fraud, food crime and consumer
trust)
AND
the role of the United Nations Food and Agriculture
Organisation (to include to FCC (Food Chain Crisis
Management Framework) and EMPRES (Emergency
Prevention System)).

© OCR 2016
A Level in Biology B (Advancing Biology)

41

4.4 From flowers to food
Global food security and sustainability are challenges
facing the modern world.
Flowering is a critical stage in the life cycle of a plant
and so in the production of staple foods, such as rice
and wheat. The timing of flowering must coincide

2

with favourable environmental conditions so that
viable seeds can be produced. Learners will consider
the different environmental cues which trigger
flowering, the adaptations of flowers to different types
of pollination and the formation of seeds and their
germination.

4.4.1 Plant reproduction
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the control of flowering in plants

To include the role of vernalisation and phytochrome
in the timing of flowering.
HSW2, HSW5, HSW8

(b)

adaptations of flowers for pollination

To include adaptations of both wind-pollinated
flowers (e.g. cereals) and insect-pollinated flowers
(e.g. legumes).
PAG2
HSW4, HSW5, HSW8

(c)

fertilisation and seed formation

To include the growth of the pollen tube, the
formation of the embryo and the formation of the
endosperm (in outline only).
PAG2
HSW4, HSW5, HSW8

(d)

(i)

(e)

42

the germination of seeds

(ii) investigations into the factors affecting
germination

To include the role of gibberellin as a cell signalling
molecule.
HSW1, HSW2, HSW8

the importance of cereals as staple foods

To include a consideration of the global use of
rice, maize and wheat, and issues relating to food
security and sustainability.
HSW9, HSW10, HSW12

© OCR 2016
A Level in Biology B (Advancing Biology)

Module 5: Genetics, control and homeostasis
5.1 Genetics in the twenty first century
The aim of this section is to develop an understanding
of the fundamental principles of heredity, which are
illustrated by reference to model organisms and to the
inheritance of genetic diseases.
Learners gain an understanding of the regulation of
the genome by a number of factors, and the concept
of epigenetics will also be considered in relation to the
increase in diseases such as Type 2 diabetes.
Some of the practical techniques used to analyse
and manipulate DNA are also considered, as well as
the applications of these techniques. The potential
uses of DNA and RNA technology in the treatment
of disease are considered, as is the profound ethical

implications of gene technologies and the role of
genetic counsellors.
The use of gene technologies to catalogue the
accumulation of different genetic information in
populations and the implications for speciation can
also be considered.

2

This section provides opportunities for the use of
statistical tests in analysing data.
Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

5.1.1 Patterns of inheritance
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

patterns of monogenic (monohybrid) inheritance

To include the correct usage of the terms gene,
allele (gene variant), locus, phenotype, genotype,
dominant and recessive, heterozygous and
homozygous and codominant.
HSW8

(b)

gene mutations

To include cystic fibrosis, sickle cell anaemia,
phenylketonuria (PKU) and Huntington’s disease.

(c)

patterns of inheritance which show codominance
and multiple gene variants (alleles)

To include the inheritance of blood groups and HLA
antigens in humans.

(d)

patterns of inheritance which show sex linkage
and autosomal linkage

To include haemophilia (sex linkage) and ABO
blood group and nail patella syndrome (autosomal
linkage).

© OCR 2016
A Level in Biology B (Advancing Biology)

43

2

(e)

the use of model organisms to investigate
patterns of inheritance

To include Drosophila melanogaster
AND
patterns of inheritance to include dihybrid
inheritance
AND
the use of the chi-squared (X2) test to analyse
various patterns of inheritance.
M1.4, M1.9
HSW1, HSW2, HSW3, HSW5, HSW6

(f)

chromosome mutations in humans

To include non-disjunction and translocations in the
context of Turner’s syndrome, Klinefelter’s syndrome
and Down’s syndrome.

(g)

the role of the genetic counsellor and the ethical
issues involved in advising families where a
genetic disease has been identified.

To include pedigree analysis to predict the
probability of genetic disease
AND
the use of genetic testing.
M1.4
HSW2, HSW5, HSW8, HSW9, HSW11, HSW12

5.1.2 Population genetics and epigenetics
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the role of natural selection in changing allele
frequencies within populations

To include the link between malaria and the
frequency of the sickle cell allele including the effect
on the phenotype of each of the three possible
genotypes for the normal and sickle cell allele.
M1.4, M1.5, M2.2, M2.3, M2.4

(b)

the link between the changes in the amino
acid sequence to the change in structure and
properties of proteins (e.g. haemoglobin)

HSW1, HSW5, HSW6

(c)

the use of Hardy-Weinberg equations to analyse
changes in allele frequencies in populations

The equations for the Hardy-Weinberg principle will
be provided where needed in assessments and do
not need to be recalled
p 2 + 2pq + q 2 = 1
p + q =1
HSW3, HSW8
M2.1, M2.2, M2.3, M2.4

(d)

44

factors other than natural selection that
contribute to genetic biodiversity

To include the role of the founder effect and genetic
bottlenecks in creating genetic differences between
human populations. Examples to include blood
group distribution and Ellis-van Creveld syndrome
distribution.
HSW1, HSW5, HSW6, HSW9, HSW10, HSW12

© OCR 2016
A Level in Biology B (Advancing Biology)

(e)

the role of geographical and reproductive
isolation in the formation of new species

To include a consideration of the implications for
speciation of primates, including humans.

(f)

epigenetics in terms of the effect of environment
on gene expression.

To include theories of the role of DNA methylation
and histones in gene expression
AND
a review of some human epigenetic studies (such as
the Norrbotten studies, studies on the effect of the
Dutch Hunger Winter and twin studies) and possible
implications from these studies.
M1.7
HSW1, HSW2, HSW5, HSW6, HSW8, HSW9, HSW10,
HSW11, HSW12

5.1.3 Gene technologies
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

post transcriptional editing of mRNA

To include the production of mature mRNA in
human cells, the nature of introns and exons and
the potential to produce many different mature RNA
molecules from a single gene (details of splicing
mechanisms not required).
HSW7, HSW9

(b)

the use of genetic modification of bacterial cells
to produce some human proteins

To include the role of reverse transciptase,
restriction enzymes, DNA ligase and plasmid vectors
AND
the palindromic nature of recognition sequences for
restriction enzymes
AND
the need for reporter genes on plasmids such as
those for antibiotic resistance
AND
example of human protein to include insulin.
HSW1, HSW3, HSW5, HSW6, HSW7, HSW9, HSW10,
HSW11, HSW12

(c)

the principles and uses of the Polymerase Chain
Reaction (PCR)

To include the use of PCR in amplifying DNA, the role
of primers and Taq polymerase in PCR
AND
the use of log scales to show the relationship
between cycles of heating and cooling and increases
in copy number.
M0.5, M2.5
HSW1, HSW2, HSW3, HSW5, HSW6, HSW7, HSW9,
HSW11

© OCR 2016
A Level in Biology B (Advancing Biology)

45

2

2

(d)

the principles and uses of agarose gel
electrophoresis

PAG6

(e)

the nature and use of haplotypes, SNPs (single
nucleotide polymorphisms) and VNTRs (variable
number tandem repeats) in human genome
studies

To include forensics, disease pre-disposition, ethnic
migration, paternity testing, selection for clinical
trials.
HSW2, HSW5, HSW6, HSW9, HSW10, HSW11,
HSW12

(f)

the use of genetic engineering in eukaryotic cells

To include an outline of the use of genetic
engineering to develop knockout mice as models for
studying mammalian diseases (no details of genetic
crossing to obtain homozygous individuals are
required)
AND
an outline of the use of genetic engineering to
produce human proteins in animals and genetically
modified crops.
HSW9, HSW12

(g)

somatic and germ line gene therapy

To include the differences between the two forms of
gene therapy
AND
the ethical implications of gene therapy in disease
treatment to include the treatment of cystic fibrosis
and SCID (severe combined immunodeficiency
disease).
HSW9, HSW10, HSW11

(h)

the principles of RNA interference.

To include in outline only the action of siRNA and
miRNA and the potential of RNA interference in
disease treatment.
HSW9, HSW10, HSW11, HSW12

46

© OCR 2016
A Level in Biology B (Advancing Biology)

5.2 Nervous control
Co-ordination may be chemical or electrical in nature.
In this section, learners gain an understanding of
the electrical component through the study of the
structure and functions of the mammalian nervous
system. The use of brain scanning techniques and
traditional reflex tests to assess brain injury are
investigated. An appreciation of the unique problems
associated with damage to neurones is considered,
as well as the effects of histological changes in the
nervous system as a result of ageing.

The effects of drugs on the nervous system are also
considered, including their use in the treatment of
neurological conditions such as Parkinson’s disease.
The eye is used to illustrate the role of the sensory
receptor as a biological transducer. The use of optical
scans and eye tests to assess visual function is also
explored.
Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

5.2.1 The nervous system and the identification and consequences of damage
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

(i)

the organisation of the somatic and
autonomic nervous system in humans

(ii) practical observations of nervous tissue
using a light microscope

To include the use of diagrams, photomicrographs
and electron micrographs to show the structure of
the central and peripheral nervous system.
M0.1, M0.2, M1.1, M1.2, M1.8
PAG1
HSW4, HSW5, HSW6

(b)

the structure and function of the human brain

To include the use of diagrams, photomicrographs
and electron micrographs of the locations of
the cerebrum, cerebellum, medulla oblongata,
hypothalamus and pituitary gland and the functions
of each area.
M0.1, M0.2, M1.1, M1.2, M1.8

(c)

the structure of motor, sensory and relay
neurones

To include the use of diagrams, photomicrographs
and electron micrographs to show axons, dendrons
and dendrites, cell surface membrane and cell body,
myelin sheath and nodes of Ranvier.
M0.1, M0.2, M1.1, M1.2, M1.8

© OCR 2016
A Level in Biology B (Advancing Biology)

47

2

2

(d)

the establishment of the resting potential and
the transmission of the action potential in
neurones

To include the interpretation of graphs showing
changes in membrane potential, the significance of
the myelin sheath and the refractory period in the
transmission of nerve impulses.
M3.1, M3.4

(e)

the structure and function of synapses in
integrating responses in the nervous system

To include the role of neurotransmitters in excitatory
and inhibitory post synaptic potential.

(f)

(i)

Reflexes to include the use of the blink reflex, iris
reflex and plantar reflex in assessing nervous system
damage and levels of consciousness
AND
the use of the Student’s t-test in investigations of
the factors affecting reaction time.

the nature of a reflex arc, the use of reflexes
and the differences when compared to a
reaction

(ii) practical investigations into reflexes in
humans
(iii) practical investigations into factors affecting
reaction times

M0.1, M0.3, M1.1, M1.2, M1.3, M1.6, M3.1, M3.2,
M3.4, M3.5
PAG11
HSW3, HSW4, HSW5, HSW6

(g)

the use of brain scans in assessing brain and
spinal cord damage

To include the assessment of traumatic brain injury
and strokes and scans to include CT, MRI, fMRI and
PET scans and EEGs.
HSW9, HSW10, HSW11, HSW12

(h)

the consequences of brain and spinal cord
damage

To include effects on memory, motor skills,
speech and hormonal imbalance and the ethical
consequences of establishing brain death should be
discussed.
HSW10

(i)

the use of drugs to modify brain activity and
function

To include the therapeutic use of drugs, such
as dopamine for the treatment of Parkinson’s
disease and the effect of heroin, cannabis,
methamphetamine and alcohol on synapse activity
in the brain.
HSW5, HSW6, HSW7, HSW9, HSW10, HSW11,
HSW12

(j)

psychological and physical drug dependency.

To include the biological basis of dependency and
the consequences of dependency on individuals and
society.
HSW10, HSW12

48

© OCR 2016
A Level in Biology B (Advancing Biology)

5.2.2 Monitoring visual function
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the structure of the eye

To include the location and function of the sclera,
conjunctiva, cornea, iris, pupil, lens, ciliary body,
aqueous humour, vitreous humour, choroid, and
retina.

(b)

(i)

To include the structure and function of the
following: rod cells, cone cells, bipolar cells and
ganglion cells, the fovea and the blind spot.

the structure of the retina

(ii) practical observations of sections through
the eye
(c)

the function of the retina as a receptor of light
stimuli and as a transducer

(d)

the assessment of receptor activity through
routine eye tests.

2

PAG1
M0.1, M0.2, M1.1, M1.2, M1.8

To include tests for visual acuity, colour vision and
OCT scans (optical coherence tomography).
HSW9, HSW10, HSW11, HSW12

5.2.3 The effect of ageing on the nervous system
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the symptoms and possible causes of Alzheimer’s
disease

To include histological changes in brain tissue,
cognitive impairment and behavioural changes, and
genetic and environmental causes.
M1.4, M1.7
HSW5, HSW6, HSW9, HSW10, HSW11

(b)

(i)

To include hearing impairment, visual impairment
(cataracts, glaucoma and macular degeneration) and
memory loss and the analysis and interpretation of
secondary data from hearing tests and sight tests.

the effect of ageing on the nervous system

(ii) practical investigations into the effect of
ageing on reaction times and memory.

© OCR 2016
A Level in Biology B (Advancing Biology)

M1.1, M1.3, M1.5, M3.1
PAG11
HSW4, HSW5, HSW6, HSW9, HSW10, HSW11

49

5.3 Homeostasis

2

Homeostasis involves co-ordination which may be
chemical or electrical. The aim of this section is to
consider the principles of homeostasis with reference
to the control of heart rate, body temperature
and blood glucose concentration. The implications
of a failure of homeostatic mechanisms are also
considered.

The ethics of organ donation and the potential uses of
cloning and stem cell technology in treatments are also
considered.
Learners are expected to apply knowledge,
understanding and other skills gained in this section to
new situations and/or to solve related problems.

Learners gain an understanding of the kidney as an
organ of homeostasis and excretion, and the effects of
kidney disease, and diabetes, are studied.

5.3.1 The principles and importance of homeostasis
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

the general principles of homeostasis in the
maintenance of a stable internal environment

To include the role of receptors, effectors and
negative feedback
AND
the concept of normal ranges for temperature, pH,
blood glucose concentration and blood pressure.
AND
contrast positive and negative feedback systems
using oxytocin as an example of positive feedback.
M1.6

(b)

the nervous and hormonal control of heart rate

To include the roles of the sympathetic and
parasympathetic nervous system and adrenaline.

(c)

the control of body temperature

To include the role of peripheral temperature
receptors, the thermoregulatory centre in the
hypothalamus and the responses to rising and falling
temperatures (sweating, shivering, vasoconstriction
and vasodilation).

(d)

the regulation of thyroxine release and the effect
of thyroxine on metabolic rate

(e)

the techniques for and the importance of
measuring core body temperature

50

To include oral, tympanic (ear), axillary (arm pit)
and rectal methods and the significance of readings
outside the normal range in adults and children.
M1.1, M1.2, M1.6
PAG10
HSW3, HSW4, HSW5, HSW6

© OCR 2016
A Level in Biology B (Advancing Biology)

(f)

the causes, symptoms and treatment of
hypothermia and hyperthermia.

To include the consequences of ‘fuel poverty’ and
analysis of data showing correlations between
weather conditions and incidence of both
hypothermia and hyperthermia with respect to
climate change.
M0.3, M1.7
HSW9, HSW10, HSW11, HSW12

2

5.3.2 The hormonal control of blood glucose and the management of diabetes
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:
(a)

(i)

the structure and function of the pancreas
as an endocrine gland

To include the use of diagrams, photomicrographs
and electron micrographs to identify the Islets
of Langerhans and non-endocrine tissues in the
pancreas.

(ii) practical observations of prepared slides of
pancreatic tissue using a light microscope

M0.1, M0.2, M1.8
PAG1
HSW4

(b)

the regulation of blood glucose by negative
feedback

To include details of the action of insulin and
glucagon at a cellular level.

(c)

the different types of diabetes

To include the causes, risk factors and diagnosis of
Type 1 and Type 2 diabetes.

(d)

the fasting blood glucose test, glucose tolerance
testing and the use of biosensors in the
monitoring of blood glucose concentrations

To include the analysis and evaluation of secondary
data (from glucose tests).
M0.1, M0.2, M1.7
HSW3, HSW4, HSW5, HSW6, HSW9, HSW10, HSW11

(e)

the treatment and management of Type 1 and
Type 2 diabetes

To include the use of insulin, lifestyle interventions,
the use of drugs and the monitoring of glucose
control using glycosylated haemoglobin
concentrations.
M0.1, M0.2, M0.3, M1.1, M1.5

(f)

the team of health professionals involved in
the management of diabetes (i.e. the diabetes
nurse, dieticians, retinal screeners, podiatrists),
including the role of evidence based practice

(g)

the future impact of diabetes on the human
population.

© OCR 2016
A Level in Biology B (Advancing Biology)

51

5.3.3 Kidney functions and malfunctions
Learning outcomes

Additional guidance

Learners should be able to demonstrate and
apply their knowledge and understanding of:

2

(a)

the need for the removal of excretory products

To include the reasons for the deamination of amino
acids and production of urea in liver cells (no details
of the ornithine cycle are required).

(b)

the structure of the kidney as part of the
excretory system

To include the gross structure of the kidney (cortex,
medulla, renal pyramids, renal pelvis and ureter)
and relative positions of the major blood vessels and
organs associated with the kidney (renal artery and
vein, bladder and urethra).
PAG2

(c)

(i)

To include the use of microscopy, diagrams
and photomicrographs to examine and identify
structures.
M0.1, M0.2, M0.3, M1.8, M2.2
PAG1
HSW8

the structure and function of the kidney
nephron related to the processes of
ultrafiltration and selective re-absorption
which result in the production of urine

(ii) practical investigations into the biochemical
composition of ‘mock’ urine, renal artery
and renal vein plasma and filtrate

PAG9
HSW3, HSW4, HSW5, HSW6

(d)

the role of the kidney in osmoregulation

To include the location and role of osmoreceptors,
the secretion of ADH from the posterior pituitary,
the action on ADH at the collecting ducts, the
role of cyclic AMP in collecting duct cells and the
insertion and removal of aquaporins into cell surface
membranes.

(e)

the role of the kidney as an endocrine gland

To include an outline of the homeostatic function of
erythropoietin (EPO) and renin (angiotensin).

(f)

the causes, diagnosis and consequence of kidney
failure

To include causes (uncontrolled diabetes, kidney
stones, blood pressure and bacterial infections),
diagnosis (analysis of data from laboratory samples
e.g. urine or blood composition) and consequences
(renin and EPO changes and cardiovascular disease).
M0.1, M0.3, M2.2, M2.3, M2.4
PAG9
HSW9, HSW10, HSW11, HSW12

52

© OCR 2016
A Level in Biology B (Advancing Biology)

(g)

the use of haemodialysis and peritoneal dialysis
in the treatment of kidney failure

To include a consideration of the advantages and
disadvantages of both forms.
M1.4
HSW9, HSW10, HSW11, HSW12

(h)

the use of transplant surgery in the treatment of
kidney failure

To include practical issues involved in the use of
donor organs for kidney transplants.
HSW7

(i)

the future for transplant surgery.

To include the implications of therapeutic cloning
and reproductive cloning and the use of stem cell
technology.
HSW7

© OCR 2016
A Level in Biology B (Advancing Biology)

2

53

2d. Prior knowledge, learning and progression

2

This specification has been developed for learners
who wish to continue with a study of biology at
Level 3. The A level specification has been written
to provide progression from GCSE Science, GCSE
Additional Science, GCSE Further Additional Science,
GCSE Biology or from AS Level Biology. Learners who
have successfully taken other Level 2 qualifications in
Science or Applied Science with appropriate biology
content may also have acquired sufficient knowledge
and understanding to begin the A Level Biology course.
There is no formal requirement for prior knowledge of
biology for entry onto this qualification. Other learners
without formal qualifications may have acquired
sufficient knowledge of biology to enable progression
onto the course.
Some learners may wish to follow a biology course
for only one year as an AS, in order to broaden

54

their curriculum, and to develop their interest and
understanding of different areas of the subject. Others
may follow a co-teachable route, completing the
one‑year AS course and/or then moving to the twoyear A level.
The A Level Biology course will prepare learners for
progression to undergraduate study, enabling them to
enter a range of academic and vocational careers in
Biological Sciences, Medicine and Biomedical Sciences,
Veterinary Science, Agriculture and related sectors.
For learners wishing to follow an apprenticeship route
or those seeking direct entry into biological science
careers, this A level provides a strong background and
progression pathway.
There are a number of Science specifications at OCR.
Find out more at www.ocr.org.uk

© OCR 2016
A Level in Biology B (Advancing Biology)

3 Assessment of OCR A Level in Biology B
(Advancing Biology)
3a. Forms of assessment
All three externally assessed components (01–03)
contain some synoptic assessment, some extended
response questions and some stretch and challenge
questions.

Stretch and challenge questions will support the
awarding of A* grade at A level, addressing the need
for greater differentiation between the most able
learners.

Stretch and challenge questions are designed to allow
the most able learners the opportunity to demonstrate
the full extent of their knowledge and skills.

Fundamentals of biology (Component 01)
This component is worth 110 marks and is split into
two sections and assesses content from across all
teaching modules. Learners answer all questions.
Section A contains multiple choice questions. This
section of the paper is worth 30 marks.

3

Section B includes short answer question styles
(structured questions, problem solving, calculations,
practical) and extended response questions. This
section of the paper is worth 80 marks.

Scientific literacy in biology (Component 02)
This component assesses content from across all
teaching modules and places a particular emphasis on
scientific literacy. Learners answer all questions. This
component includes a pre-release Advance Notice
article (see Section 5e) worth 20 to 25 marks.

Question styles include short answer (structured
questions, problem solving, calculations, practical) and
extended response questions. This component is worth
100 marks.

Practical skills in biology (Component 03)
This component assesses content from across all
teaching modules and places a particular emphasis
on practical skills. Learners answer all questions. This
component is worth 60 marks.

© OCR 2016
A Level in Biology B (Advancing Biology)

Question styles include short answer (structured
questions, problem solving, calculations, practical) and
extended response questions.

55

Practical Endorsement in biology (Component 04)

3

Performance in this component is reported separately
to the performance in the A level as measured
through externally assessed components 01 to 03.
This non-exam assessment component rewards the
development of practical competency in physics/
biology/chemistry and is teacher assessed. Learners
demonstrate competence in the range of skills and
techniques specified in Section 1.2 of the specification
by carrying out a minimum of 12 assessed practical
activities. The Practical Endorsement is teacher
assessed against the Common Practical Assessment
Criteria as specified in Section 5g.

Learners may work in groups but must demonstrate
and record independent evidence of their competency.
Teachers who award a pass to their learners must be
confident that each learner consistently and routinely
exhibits the competencies listed in Section 5g and has
demonstrated competence in all the apparatus and
techniques detailed in Section 1.2.2 before completion
of the A level course. The practical activities provided
by OCR are all mapped against the specification and
assessment criteria.

3b. Assessment objectives (AO)
There are three assessment objectives in OCR’s A Level
in Biology B (Advancing Biology). These are detailed in
the table below.
Learners are expected to demonstrate their ability to:
Assessment Objective
AO1

Demonstrate knowledge and understanding of scientific ideas, processes, techniques and
procedures.

AO2

Apply knowledge and understanding of scientific ideas, processes, techniques and procedures:

AO3

56

••

in a theoretical context

••

in a practical context

••

when handling qualitative data

••

when handling quantitative data.

Analyse, interpret and evaluate scientific information, ideas and evidence, including in relation
to issues, to:
••

make judgements and reach conclusions

••

develop and refine practical design and procedures.

© OCR 2016
A Level in Biology B (Advancing Biology)

AO weightings in A Level in Biology B (Advancing Biology)
The relationship between the assessment objectives
and the components are shown in the following table:
% of A Level in Biology B (H422)

Component

AO1

AO2

AO3

Fundamentals of biology (H422/01)

15–17

16–17

7–9

Scientific literacy in biology (H422/02)

10–12

15–17

10–11

Practical skills in biology (H422/03)

5–6

9–10

7–8

Practical endorsement in biology (H422/04)*

N/A

N/A

N/A

30–35

40–44

25–28

Total

3

* The Practical Endorsement is assessed and reported separately from the overall A level grade (see Section 5)

3c. Assessment availability
There will be one examination series available each
year in May/June to all learners.

Assessments by examination must all be taken in a
single year

All examined components must be taken in the
same examination series at the end of the course.

This specification will be certificated from the June
2017 examination series onwards.

3d. Retaking the qualification
Candidates can retake the qualification as many times
as they wish. They retake all examined components
of the qualification. Candidates can choose either to
retake the Practical Endorsement or to carry forward
their result for the Practical Endorsement by using the
carry forward entry option (see Section 4a). The result
for the Practical Endorsement may be carried forward
for the lifetime of the specification.

A candidate who is retaking A Level Biology B
(Advancing Biology) may re-use a previous result for
the Practical Endorsement, even if it was awarded by
another awarding organisation or if it was awarded for
an alternative suite [e.g. a Practical Endorsement pass
result from A Level Biology B (Advancing Biology) could
be re-used for retaking A Level Biology A].

3e. Assessment of extended responses
The assessment materials for this qualification provide
learners with the opportunity to demonstrate their
ability to construct and develop a sustained and

© OCR 2016
A Level in Biology B (Advancing Biology)

coherent line of reasoning and marks for extended
responses are integrated into the marking criteria.

57

3f.

3

Synoptic assessment

Synoptic assessment tests the learners’ understanding
of the connections between different elements of the
subject.

Synoptic assessment requires learners to make and
use connections within and between different areas of
biology, for example, by:

Synoptic assessment involves the explicit drawing
together of knowledge, understanding and skills
learned in different parts of the A level course. The
emphasis of synoptic assessment is to encourage the
development of the understanding of the subject as a
discipline. All components within Biology B (Advancing
Biology) contain an element of synoptic assessment.

••

applying knowledge and understanding of more
than one area to a particular situation or context

••

using knowledge and understanding of principles
and concepts in planning experimental and
investigative work and in the analysis and
evaluation of data

••

bringing together scientific knowledge and
understanding from different areas of the
subject and applying them.

3g. Calculating qualification results
A learner’s overall qualification grade for A Level in
Biology B (Advancing Biology) will be calculated by
adding together their marks from the three examined
components taken to give their total weighted mark.
This mark will then be compared to the qualification
level grade boundaries for the entry option taken

58

by the learner and for the relevant exam series to
determine the learner’s overall qualification grade.
A learner’s result for their Practical Endorsement in
biology component will not contribute to their overall
qualification grade.

© OCR 2016
A Level in Biology B (Advancing Biology)

4 Admin: what you need to know
The information in this section is designed to give an
overview of the processes involved in administering
this qualification so that you can speak to your exams
officer. All of the following processes require you to
submit something to OCR by a specific deadline.

More information about the processes and deadlines
involved at each stage of the assessment cycle can be
found in the Administration area of the OCR website.
OCR’s Admin overview is available on the OCR website
at http://www.ocr.org.uk/administration.

4a. Pre-assessment
Estimated entries
Estimated entries are your best projection of the
number of learners who will be entered for a
qualification in a particular series. Estimated entries

should be submitted to OCR by the specified deadline.
These do not incur a cost and do not commit your
centre in any way.

4

Updated arrangements for monitoring the Practical Endorsement from September 2017
The organisation of the monitoring visits for the
Practical Endorsement changes in September 2017.
The awarding organisations (AOs) will use information
from centre entries for the reformed A levels in
biology, chemistry and physics in the previous summer
examination series to jointly plan monitoring visits
for the September 2017 to May 2019 and subsequent
cycles.
Centres will be monitored for a different science than
that which was monitored in the previous monitoring
cycle. The first contact with a centre will be from
the AO with which the science to be monitored was
entered in summer 2017. Centres do not need to
register details with JCQ or the AO prior to contact
regarding the monitoring visit. This first contact will
be with the exams officer (or other nominated school
contact).

Monitoring visits will follow the same procedures as
for 2015 to 2017 and large centres will continue to be
monitored for biology, chemistry and physics.
Full details of monitoring and the update are
available at http://ocr.org.uk/Images/404146cross-board-messaging-july-2017-updates-to-thepractical-endorsement-monitoring-process-fromseptember-2017.pdf which can be found on
www.ocr.org.uk/positiveaboutpractical.
Lead teachers are required to have undertaken the
free on-line training provided (available and accessible
to all teachers at: https://practicalendorsement.
ocr.org.uk) on the implementation of the Practical
Endorsement. They should also ensure that all other
teachers of that science within the centre are familiar
with the requirements so that standards are applied
consistently.

Final entries
Final entries provide OCR with detailed data for
each learner, showing each assessment to be taken.
It is essential that you use the correct entry code,
considering the relevant entry rules.

© OCR 2016
A Level in Biology B (Advancing Biology)

Final entries must be submitted to OCR by the
published deadlines or late entry fees will apply.
All learners taking A Level in Biology B (Advancing
Biology) must be entered for one of the entry options
shown on the following table:

59

Entry option
Entry code

Title

H422A

Biology B
(Advancing
Biology)

H422C

4

Components

Biology B
(Advancing
Biology)

Code

Title

Assessment type

01

Fundamentals of biology

External assessment

02

Scientific literacy in biology

External assessment

03

Practical skills in biology

External assessment

04

Practical Endorsement in
biology

Non-exam assessment
(Visiting monitoring)

01

Fundamentals of biology

External assessment

02

Scientific literacy in biology

External assessment

03

Practical skills in biology

External assessment

80

Practical Endorsement in
biology – Carried Forward*

Non-exam assessment
(Carried Forward)

*The carry forward option will be available for the first time from June 2018.

Private candidates
Private candidates may enter for OCR assessments.
A private candidate is someone who pursues a course
of study independently but takes an examination
or assessment at an approved examination centre.
A private candidate may be a part-time student,
someone taking a distance learning course, or
someone being tutored privately. They must be based
in the UK.
The A Level Biology B (Advancing Biology) qualification
requires candidates to complete a Practical
Endorsement incorporating a minimum of 12 practical
activities, allowing them to demonstrate a range of
practical skills, use of apparatus and techniques to fulfil
the Common Practical Assessment Criteria.

The Practical Endorsement is an essential part of the
course and will allow candidates to develop skills for
further study or employment as well as imparting
important knowledge that is part of the specification.  
Private candidates need to contact OCR approved
centres to establish whether they are prepared to
host them as a private candidate. The centre may
charge for this facility and OCR recommends that the
arrangement is made early in the course.
Further guidance for private candidates may be found
on the OCR website: http://www.ocr.org.uk.

Head of Centre Annual Declaration
The Head of Centre is required to provide a declaration
to the JCQ as part of the annual NCN update,
conducted in the autumn term, to confirm that all
candidates at the centre have had the opportunity to
undertake the prescribed practical activities.

60

Please see the JCQ publication Instructions for
conducting non-examination assessments for further
information.
Any failure by a centre to provide the Head of Centre
Annual Declaration will result in your centre status
being suspended and could lead to the withdrawal of
our approval for you to operate as a centre.

© OCR 2016
A Level in Biology B (Advancing Biology)

4b. Accessibility and special consideration
Reasonable adjustments and access arrangements
allow learners with special educational needs,
disabilities or temporary injuries to access the
assessment and show what they know and can do,
without changing the demands of the assessment.
Applications for these should be made before the
examination series. Detailed information about eligibility
for access arrangements can be found in the JCQ Access
Arrangements and Reasonable Adjustments.

Special consideration is a post-assessment adjustment
to marks or grades to reflect temporary injury, illness
or other indisposition at the time the assessment was
taken.
Detailed information about eligibility for special
consideration can be found in the JCQ A guide to the
special consideration process and JCQ Reasonable
Adjustments for GCE A-level sciences – Endorsement of
practical skills.

4c. External assessment arrangements
Regulations governing examination arrangements
are contained in the JCQ Instructions for conducting
examinations.

Learners are permitted to use a scientific or graphical
calculator for components 01, 02 and 03. Calculators
are subject to the rules in the document Instructions
for Conducting Examinations published annually by JCQ
(www.jcq.org.uk).

4d. Admin of non-exam assessment
Regulations governing arrangements for internal
assessments are contained in the JCQ Instructions for
conducting non-examination assessments. Appendix 1
of this document gives specific details for the Practical
Skills Endorsement for A Level sciences designed for
use in England.

OCR’s Admin overview is available on the OCR website
at http://www.ocr.org.uk/administration.

4e. Results and certificates
Grade scale
A level qualifications are graded on the scale: A*, A, B,
C, D, E, where A* is the highest. Learners who fail to
reach the minimum standard for E will be Unclassified
(U). Only subjects in which grades A* to E are attained
will be recorded on certificates.

© OCR 2016
A Level in Biology B (Advancing Biology)

Results for the A Level Sciences Practical Endorsements
will be shown independently of the qualification
grade on the certificate. Candidates who fulfil the
requirements and reach the minimum standard will be
awarded a Pass grade. Candidates who fail to reach the
minimum standard will be recorded as ‘Not Classified’
and this will also be reported on the certificate.

61

4

Results

4

Results are released to centres and learners for
information and to allow any queries to be resolved
before certificates are issued.

The following supporting information will be available:
••

raw mark grade boundaries for each component

Centres will have access to the following results
information for each learner:

••

weighted mark grade boundaries for each entry
option.

••

the grade for the qualification

••

the raw mark for each component

••

the total weighted mark for the qualification.

4f.

Until certificates are issued, results are deemed to
be provisional and may be subject to amendment.
A learner’s final results will be recorded on an OCR
certificate.
The qualification title will be shown on the certificate
as ‘OCR Level 3 Advanced GCE in Biology B (Advancing
Biology)’.

Post-results services

A number of post-results services are available:
••

Enquiries about results – If you are not happy
with the outcome of a learner’s results, centres
may submit an enquiry about results.

••

Missing and incomplete results – This service
should be used if an individual subject result
for a learner is missing, or the learner has been
omitted entirely from the results supplied.

••

Access to scripts – Centres can request access to
marked scripts.

••

Practical Endorsement – Since monitoring and
any potential request for further visits take place
throughout the period of the qualification, there
is no post-results service provided.

4g. Malpractice
Any breach of the regulations for the conduct
of examinations and coursework may constitute
malpractice (which includes maladministration) and
must be reported to OCR as soon as it is detected.

62

Detailed information on malpractice can be found
in the Suspected Malpractice in Examinations and
Assessments: Policies and Procedures published by
JCQ.

© OCR 2016
A Level in Biology B (Advancing Biology)

5 Appendices
5a. Overlap with other qualifications
There is a small degree of overlap between the content
of this specification and those for other AS level/A level
Sciences.

Chemistry B (Salters)
••

Polymers and Life: Amino acids, protein
structure, DNA, RNA, chromatography, hydrogen
bonding.

••

Developing a Medicine: Colorimetry.

An example of overlap includes:
Chemistry A
••

Chromatography.

5b. Avoidance of bias
The A level qualification and subject criteria have
been reviewed in order to identify any feature which
could disadvantage candidates who share a protected

Characteristic as defined by the Equality Act 2010. All
reasonable steps have been taken to minimise any
such disadvantage.

5

© OCR 2016
A Level in Biology B (Advancing Biology)

63

5c. How Science Works (HSW)
How Science Works (HSW) was conceived as being
a wider view of science in context, rather than just
straightforward scientific enquiry. It was intended to
develop learners as critical and creative thinkers, able
to solve problems in a variety of contexts.
Developing ideas and theories to explain the
operation of living systems, from the molecular to the
ecosystem level, is at the heart of biology. Learners
should be aware of the importance that peer review
and repeatability have in giving confidence to this
evidence.

5

Learners are expected to understand the variety
of sources of data available for critical analysis to
provide evidence and the uncertainty involved in its
measurement. They should also be able to link that
evidence to contexts influenced by culture, politics and
ethics.
Understanding How Science Works requires an
understanding of how scientific evidence can influence
ideas and decisions for individuals and society, which
is linked to the necessary skills of communication for
audience and for purpose with appropriate scientific
terminology.
The examples and guidance within the specification are
not exhaustive but give a flavour of opportunities for
integrating HSW within the course. These references,
written in the form HSW1, link to the statements as
detailed below:
••

HSW1 Use theories, models and ideas to
develop scientific explanations

••

HSW2 Use knowledge and understanding
to pose scientific questions, define scientific
problems, present scientific arguments and
scientific ideas

64

••

HSW3 Use appropriate methodology, including
information and communication technology
(ICT), to answer scientific questions and solve
scientific problems

••

HSW4 Carry out experimental and investigative
activities, including appropriate risk
management, in a range of contexts

••

HSW5 Analyse and interpret data to provide
evidence, recognising correlations and causal
relationships

••

HSW6 Evaluate methodology, evidence and
data, and resolve conflicting evidence

••

HSW7 Know that scientific knowledge and
understanding develops over time

••

HSW8 Communicate information and ideas in
appropriate ways using appropriate terminology

••

HSW9 Consider applications and implications of
science and evaluate their associated benefits
and risks

••

HSW10 Consider ethical issues in the
treatment of humans, other organisms and the
environment

••

HSW11 Evaluate the role of the scientific
community in validating new knowledge and
ensuring integrity

••

HSW12 Evaluate the ways in which society uses
science to inform decision making.

© OCR 2016
A Level in Biology B (Advancing Biology)

5d. Mathematical requirements
In order to develop their skills, knowledge and
understanding in A Level Biology, learners need to have
been taught, and to have acquired competence in, the
appropriate areas of mathematics relevant to the
subject as indicated in the M0 – M4 table of coverage
below.
The assessment of quantitative skills will include at
least 10% Level 2 (or above) mathematical skills for
biology (see later for a definition of ‘Level 2’
mathematics).

All mathematical content will be assessed within the
lifetime of the specification. Skills shown in bold type
in the M0 – M4 coverage table below will only be
tested in the full A Level course, not the standalone
AS Level course.
The list of examples given in the M0 – M4 coverage
table is not exhaustive and is not limited to Level 2
examples. These skills could be developed in other
areas of the specification content from those indicated.

These skills will be applied in the context of the
relevant biology.

Formulae used in A Level Biology
To address biology questions using mathematical skills,
learners will need to be able to use and, in some cases,
recall formulae and equations. Some of these will seem
like pure mathematics, but will be deployed in

biological contexts, while others are clearly biological
equations, albeit manipulated using standard
mathematical, algebraic techniques.

Biological

Mathematical

Magnification

All of GCSE (9–1) Maths recall including
(but not limited to):

Rates
Rf
Recall

SA : V
Genetic biodiversity
Cardiac output
RQ

•

circumference and area of circle

•

surface area and volume of cuboid

•

mean

•

percentage (to include %change,
%yield and %error)

Efficiency
Surface area and volume
of cylinder and sphere
Hardy-Weinberg
Provided
Simpson’s index of diversity

chi squared
t-test paired
t-test unpaired
Spearman’s rank
Standard deviation

© OCR 2016
A Level in Biology B (Advancing Biology)

65

5

GCSE (9–1) Mathematical formulae to recall
At AS and A Level Biology we assume knowledge of higher tier GCSE (9–1) Maths content. This includes (but is not
limited to) the following list of formulae which learners will need to be able to recall.
Note that students should be familiar with the convention of using r for radius, h for height, b for base and l for
length.
•

Circumference of circle
Circumference = 2rr

•

Area of circle
Area of circle = rr 2

•

Surface area of cuboid
Surface area of cuboid = 2 (bh + bl + hl)

•

Volume of cuboid
Volume of Cuboid = hbl

5

•

•

Mean
Rx
x= n
Percentage (which can be used to calculate percentage change, percentage yield and percentage error)
Percentage change =
% yield =

new quantity - original quantity
# 100
original quantity

Actual Amount
# 100
Theoretical Amount

% error (uncertainty) =

2 # absolute uncertainty
# 100%
quantity measured

Biological formulae to recall
The following are the biological formulae learners will need to recall:
•

Magnification
Magnification =

•

Rf
Rf =

•

distance moved by the solute
distance moved by the solvent

Rates (e.g. enzymatic reactions, breathing (ventilation), transpiration, photosynthesis, respiration, reaction
times, diffusion)
Rate =

66

size of image
size or real object

change in quantity
time taken

© OCR 2016
A Level in Biology B (Advancing Biology)

•

•

Surface Area to Volume ratio
Surface Area
Ratio =
Volume
Genetic biodiversity
proportion of polymorphic gene loci =

•

number of polymorphic gene loci
total number of loci

Cardiac output as a function of heart rate and stroke volume
cardiac output = heart rate # stroke volume

•

Respiratory quotient
CO 2 produced
RQ =
O 2 consumed

•

Efficiency of biomass transfers
efficiency =

biomass transferred
# 100
biomass intake

5

Mathematical formulae that will need to be used but not recalled (provided in the
assessments where needed).
•

Surface area of a cylinder
Surface area of cylinder = 2rr (r + l)

•

Volume of a cylinder
Volume of cylinder = rr 2 l

•

Surface area of a sphere
Surface area of sphere = 4rr 2

•

Volume of a sphere

•

4
Volume of sphere = rr 3
3
Chi squared
|2 = R

•

•

( fo - fe) 2
fe

Spearman’s Rank Correlation Coefficient
6Rd 2
rs = 1 n (n 2 - 1)
Standard Deviation
s=

R (x - x) 2
n -1

© OCR 2016
A Level in Biology B (Advancing Biology)

67

•

Student’s t-test – Unpaired
t=

•

xA - xB
s2A s2B
nA + nB

Student’s t-test – Paired
d n
t= s
d

Note that critical values tables, or appropriate excerpts from these tables, will be provided in the assessment
where needed.
Learners will need to be able to work out which ‘degrees of freedom’ or ‘n’ row, and which confidence column(s)
is/are relevant to their analysis.

Biological formulae that will need to be used but not recalled (provided in the
assessments where needed):
•

5

The Hardy-Weinberg Equations
p 2 + 2pq + q 2 = 1
p + q =1

•

Simpson’s Index
J J n N2N
D = 1 - KKR KK OO OO
L LN P P

68

© OCR 2016
A Level in Biology B (Advancing Biology)

Mathematics skills for biology – M0 – M4 coverage table
Mathematical skill to be
assessed

Exemplification of the
mathematical skill in the context
of A Level Biology (assessment
is not limited to the examples
below)

Areas of the specification which
exemplify the mathematical
skill (assessment is not limited
to the examples below)

M0 – Arithmetic and numerical computation
M0.1

M0.2

Recognise and make use
of appropriate units in
calculations

Recognise and use
expressions in decimal and
standard form

© OCR 2016
A Level in Biology B (Advancing Biology)

Learners may be tested on their
ability to:
••

convert between units
e.g. mm3 to cm3 as part of
volumetric calculations

••

work out the unit for a rate
e.g. breathing rate.

Learners may be tested on their
ability to:
••

use an appropriate number
of decimal places in
calculations, e.g. for a mean

••

carry out calculations using
numbers in standard and
ordinary form, e.g. use of
magnification

••

understand standard form
when applied to areas such
as size of organelles

••

convert between numbers in
standard and ordinary form

••

understand that significant
figures need retaining when
making conversions between
standard and ordinary
form, e.g. 0.0050 mol dm−3
is equivalent to
5.0 × 10−3 mol dm−3.

1.1.1(b), 1.1.2(b), 2.1.1(e),
2.1.1(i), 2.1.1(m), 2.1.2(b),
2.1.2(c), 2.1.3(d), 2.2.1(e),
2.2.1(f), 2.2.1(g), 2.2.3(c),
2.2.4(b), 2.2.4(e), 3.1.2(g),
3.1.3(i), 3.2.1(f), 3.2.3(g),
4.1.1(g), 4.1.2(c), 4.1.2(d),
4.1.2(f), 4.1.2(h), 4.1.2(k),
4.2.1(a), 4.2.1(b), 4.2.1(d),
4.2.1(i), 5.2.1(a), 5.2.1(b),
5.2.1(c), 5.2.1(f), 5.2.2(b),
5.3.2(a), 5.3.2(d), 5.3.2(e),
5.3.3(c), 5.3.3(f)

5

2.1.1(e), 2.1.1(i), 2.1.1(m),
2.1.2(b), 2.1.2(c), 2.2.4(b),
2.2.4(e), 3.1.3(h), 3.1.3(i),
3.2.3(g), 4.1.1(g), 4.1.2(c),
4.1.2(d), 4.1.2(f), 4.1.2(h),
4.1.2(k), 4.2.1(a), 4.2.1(b),
4.2.1(d), 4.2.1(i), 4.2.2(a),
5.2.1(a), 5.2.1(b), 5.2.1(c),
5.2.2(b), 5.3.2(a), 5.3.2(d),
5.3.2(e), 5.3.3(c)

69

Mathematical skill to be
assessed
M0.3

M0.4

Use ratios, fractions and
percentages

Estimate results

Exemplification of the
mathematical skill in the context
of A Level Biology (assessment
is not limited to the examples
below)
Learners may be tested on their
ability to:
••

calculate percentage yields

••

calculate surface area to
volume ratio

••

use scales for measuring

••

represent phenotypic ratios
(monohybrid and dihybrid
crosses).

Learners may be tested on their
ability to:
••

5

M0.5

Use calculators to find and
use power, exponential and
logarithmic functions

estimate results to sense
check that the calculated
values are appropriate.

Learners may be tested on their
ability to:
••

Areas of the specification which
exemplify the mathematical
skill (assessment is not limited
to the examples below)
2.1.1(e), 2.1.2(b), 2.1.2(c),
2.1.2(g), 2.1.2(h), 2.1.4(c),
2.2.1(a), 3.1.2(g), 3.1.3(h),
3.2.1(f). 4.1.1(f), 4.1.1(g),
4.1.2(c), 4.1.2(d), 5.2.1(f),
5.3.1(f), 5.3.2(e), 5.3.3(c),
5.3.3(f)

2.2.1(e), 2.2.1(f), 2.2.1(g),
3.1.3(h), 3.2.1(f), 3.2.1(g),
4.3.1(i)

5.1.3(c)

estimate the number of
bacteria grown over a
certain length of time.

M1 – Handling data
M1.1

70

Use an appropriate number
of significant figures

Learners may be tested on their
ability to:
••

report calculations to an
appropriate number of
significant figures given
raw data quoted to varying
numbers of significant figures

••

understand that calculated
results can only be reported
to the limits of the least
accurate measurement.

1.1.3(c), 2.1.1(i), 2.1.1(m),
2.1.2(b), 2.1.2(c), 2.1.2(g),
2.1.2(h), 2.2.4(c), 2.2.4(e),
3.1.3(h), 3.1.3(i), 3.2.3(g),
4.1.1(g), 4.1.2(c), 4.1.2(d),
4.1.2(h), 4.1.2(k), 4.2.1(a),
4.2.1(b), 4.2.1(d), 4.2.1(i),
4.2.2(a), 4.3.1(a), 4.3.1(c),
4.3.1(d), 4.3.1(g), 5.2.1(a),
5.2.1(b), 5.2.1(c), 5.2.1(f),
5.2.2(b), 5.2.3(b), 5.3.1(e),
5.3.2(e)

© OCR 2016
A Level in Biology B (Advancing Biology)

Mathematical skill to be
assessed
M1.2

Find arithmetic means

Exemplification of the
mathematical skill in the context
of A Level Biology (assessment
is not limited to the examples
below)
Learners may be tested on their
ability to:
••

M1.3

M1.4

M1.5

Construct and interpret
frequency tables and
diagrams, bar charts and
histograms

Understand simple
probability

Understand the principles
of sampling as applied to
scientific data

© OCR 2016
A Level in Biology B (Advancing Biology)

find the mean of a range of
data, e.g. the mean number
of stomata in the leaves of a
plant.

Learners may be tested on their
ability to:
••

represent a range of data in
a table with clear headings,
units and consistent decimal
places

••

interpret data from a variety
of tables, e.g. data relating to
organ function

••

plot a range of data in an
appropriate format, e.g.
enzyme activity over time
represented on a graph

••

interpret data for a variety
of graphs, e.g. explain
electrocardiogram traces.

Learners may be tested on their
ability to:
••

use the terms probability and
chance appropriately

••

understand the probability
associated with genetic
inheritance.

Learners may be tested on their
ability to:
••

analyse random data
collected by an appropriate
means, e.g. use Simpson’s
index of diversity to calculate
the biodiversity of a habitat.

Areas of the specification which
exemplify the mathematical
skill (assessment is not limited
to the examples below)
2.1.1(i), 2.1.1(m), 2.1.2(b),
2.1.2(c), 2.1.2(g), 2.1.2(h),
2.1.3(d), 2.2.1(e), 2.2.1(f),
2.2.1(g), 2.2.4(c), 2.2.4(e),
4.1.1(g), 4.1.2(c), 4.1.2(d),
4.1.2(h), 4.1.2(k), 4.2.1(a),
4.2.1(b), 4.2.1(d), 4.2.1(i),
4.2.2(a), 4.3.1(a), 4.3.1(c),
4.3.1(d), 4.3.1(g), 4.3.1(i),
5.2.1(a), 5.2.1(b), 5.2.1(c),
5.2.1(f), 5.2.2(b), 5.3.1(e)
2.1.2(c), 2.1.2(g), 2.1.2(h),
2.1.3(d), 2.2.1(e), 2.2.1(f),
2.2.1(g), 2.2.4(e), 3.1.2(g),
3.2.1(g), 3.3.1(f), 4.1.1(g),
4.1.2(c), 4.1.2(d), 4.3.1(a),
4.3.1(c), 4.3.1(d), 4.3.1(g),
4.3.2(a), 5.2.1(f), 5.2.3(b)

5

3.1.2(g), 5.1.1(e), 5.1.1(g),
5.1.2(a), 5.2.3(a), 5.3.3(g)

2.1.1(e), 3.1.3(h),3.3.1(f),
3.3.2(f), 4.3.1(m), 4.3.2(a),
4.3.2(b), 4.3.2(c), 5.1.2(a),
5.2.3(b), 5.3.2(e)

71

Mathematical skill to be
assessed
M1.6

Understand the terms
mean, median and mode

Exemplification of the
mathematical skill in the context
of A Level Biology (assessment
is not limited to the examples
below)
Learners may be tested on their
ability to:
••

M1.7

M1.8

5

Use a scatter diagram
to identify a correlation
between two variables

Learners may be tested on their
ability to:

Make order of magnitude
calculations

Learners may be tested on their
ability to:

••

••

••
M1.9

M1.10

72

calculate or compare the
mean, median and mode of a
set of data, e.g. height/mass/
size of a group of organisms.

Select and use a statistical
test

Understand measures
of dispersion, including
standard deviation and
range

interpret a scattergram,
e.g. the effect of life style
factors on health.

use and manipulate the
magnification formula:
size of
image
magnification =
size of
real object

Learners may be tested on their
ability to select and use:
••

the chi squared (X2) test to
test the significance of the
difference between observed
and expected results

••

the Student’s t-test

••

the Spearman’s rank
correlation coefficient.

Learners may be tested on their
ability to:
••

calculate the standard
deviation

••

understand why standard
deviation might be a more
useful measure of dispersion
for a given set of data e.g.
where there is an outlying
result.

Areas of the specification which
exemplify the mathematical
skill (assessment is not limited
to the examples below)
2.1.2(b), 2.1.2(c), 2.2.4(e),
3.1.2(g), 4.1.1(g), 4.1.2(c),
4.1.2(d), 4.1.2(h), 4.3.1(a),
4.3.1(c), 4.3.1(d, 4.3.1(g),
4.3.1(i), 4.3.1(m), 5.2.1(f),
5.3.1(a), 5.3.1(e)
3.2.1(g), 3.3.1(f), 4.3.1(a),
4.3.1(c), 4.3.1(d), 4.3.1(g),
4.3.1(m), 5.1.2(f), 5.2.3(a),
5.3.1(f), 5.3.2(d)
2.1.1(d), 2.1.1(g), 2.1.1(i),
2.2.4(c), 4.1.2(k), 4.2.1(a),
4.2.1(b), 4.2.1(d), 4.2.1(i),
4.2.2(a), 4.3.1(a), 4.3.1(h),
5.2.1(a), 5.2.1(b), 5.2.1(c),
5.2.2(b), 5.3.2(a), 5.3.3(c)

4.1.1(g), 4.1.2(c), 4.1.2(d),
4.1.2(f), 4.3.1(d), 5.1.1(e)

2.1.1(e), 2.2.1(g)

© OCR 2016
A Level in Biology B (Advancing Biology)

Mathematical skill to be
assessed
M1.11

Identify uncertainties in
measurements and use
simple techniques to
determine uncertainty when
data are combined

Exemplification of the
mathematical skill in the context
of A Level Biology (assessment
is not limited to the examples
below)
Learners may be tested on their
ability to:
••

Areas of the specification which
exemplify the mathematical
skill (assessment is not limited
to the examples below)
1.1.4(d), 2.1.3(d), 2.2.1(e),
2.2.1(f), 2.2.1(g), 2.2.4(e)

calculate percentage error
where there are uncertainties
in measurement.

M2 – Algebra
M2.1

Understand and use the
symbols: =, <, <<, >>, >, a , +

No exemplification required.

2.2.4(c), 5.1.2(c)

M2.2

Change the subject of an
equation

Learners may be tested on their
ability to:

2.1.1(i), 2.2.3(c), 3.1.3(i),
5.1.2(a), 5.1.2(c), 5.3.3(c),
5.3.3(f)

••
M2.3

M2.4

Substitute numerical values
into algebraic equations
using appropriate units for
physical quantities

Learners may be tested on their
ability to:

Solve algebraic equations

Learners may be tested on their
ability to:

••

••

M2.5

use and manipulate
equations, e.g. magnification.

Use logarithms in relation
to quantities that range
over several orders of
magnitude

use a given equation
e.g. Simpson’s-index of
diversity D = 1 – ∑(n/N)2.

solve equations in a biological
context, e.g.
cardiac stroke heart
output = volume × rate

Learners may be tested on their
ability to:
••

5

2.2.1(e), 2.2.1(f), 2.2.3(c),
3.1.3(h), 4.1.1(f), 4.3.1(m),
4.3.2(c), 5.1.2(a), 5.1.2(c),
5.3.3(f)
2.2.1(e), 2.2.1(f), 2.2.3(c),
3.1.3(i), 4.1.1(f), 5.1.2(a),
5.1.2(c), 5.3.3(f)

5.1.3(c)

use a logarithmic scale in
the context of microbiology,
e.g. growth rate of a
microorganism such as yeast.

M3 – Graphs
M3.1

Translate information
between graphical,
numerical and algebraic
forms

© OCR 2016
A Level in Biology B (Advancing Biology)

Learners may be tested on their
ability to:
••

understand that data may
be presented in a number of
formats and be able to use
these data, e.g. dissociation
curves.

1.2.1(g), 2.1.1(m), 2.1.2(b),
2.1.2(c), 2.1.2(g), 2.1.2(h),
2.1.3(d), 2.2.1(e), 2.2.1(f),
2.2.1(g), 2.2.1(h), 2.2.4(e),
3.2.1(g), 3.3.1(f), 4.1.2(f) (h),
5.2.1(d), 5.2.1(f), 5.2.3(b)

73

Mathematical skill to be
assessed
M3.2

Plot two variables from
experimental or other data

Exemplification of the
mathematical skill in the context
of A Level Biology (assessment
is not limited to the examples
below)
Learners may be tested on their
ability to:
••

M3.3

5

M3.4

Understand that
y = mx + c represents a
linear relationship

Learners may be tested on their
ability to:

Determine the intercept of
a graph

Learners may be tested on their
ability to:

••

••

M3.5

M3.6

74

select an appropriate format
for presenting data, bar
charts, histograms, graphs
and scattergrams.

read off an intercept
point from a graph, e.g.
compensation point in
plants.

Learners may be tested on their
ability to:

Draw and use the slope of
a tangent to a curve as a
measure of rate of change

Learners may be tested on their
ability to:
••

1.1.3(d), 2.1.1(m), 2.1.2(c),
2.1.2(g), 2.1.2(h), 2.1.3(d),
2.2.1(e), 2.2.1(f), 2.2.1(g),
2.2.4(e), 4.1.1(g), 4.1.2(c),
4.3.2(a), 5.2.1(f)
1.1.3(d), 2.1.1(m), 2.1.3(d),
2.2.4(e), 4.1.1(g)

predict/sketch the shape
of a graph with a linear
relationship, e.g. the effect
of substrate concentration
on the rate of an enzymecontrolled reaction with
excess enzyme.

Calculate rate of change
from a graph showing a
linear relationship

••

Areas of the specification which
exemplify the mathematical
skill (assessment is not limited
to the examples below)

calculate a rate from a graph,
e.g. rate of transpiration.

use this method to measure
the gradient of a point on a
curve, e.g. amount of product
formed plotted against time
when the  concentration of
enzyme is fixed.

1.1.3(d), 2.1.2(g), 2.1.2(h),
4.1.2(h),  4.3.1(g), 5.2.1(d),
5.2.1(f)

1.1.3(d), 2.1.1(m), 2.1.3(d),
2.2.4(e), 3.2.1(g), 4.1.1(g),
4.1.2(c) (d) (h), 4.3.1(c), 4.3.1(d),
4.3.1(g), 4.3.2(a), 5.2.1(f)
1.1.3(d), 2.1.1(m), 2.1.3(d),
2.2.4(e), 3.2.1(g), 4.1.1(g),
4.1.2(h)

© OCR 2016
A Level in Biology B (Advancing Biology)

Mathematical skill to be
assessed

Exemplification of the
mathematical skill in the context
of A Level Biology (assessment
is not limited to the examples
below)

Areas of the specification which
exemplify the mathematical
skill (assessment is not limited
to the examples below)

M4 – Geometry and trigonometry
M4.1

Calculate the
circumferences, surface
areas and volumes of
regular shapes

Learners may be tested on their
ability to:
••

calculate the circumference
and area of a circle

••

calculate the surface area and
volume of rectangular prisms,
of cylindrical prisms and of
spheres

••

e.g. calculate the surface area
or volume of a cell.

2.1.1(e), 2.1.1(i), 2.2.1(a),
2.2.4(e), 3.2.3(g)

5

© OCR 2016
A Level in Biology B (Advancing Biology)

75

Definition of Level 2 mathematics
Within A Level Biology, 10% of the marks available
within written examinations will be for assessment of
mathematics (in the context of biology) at a Level 2
standard, or higher. Lower level mathematical skills will
still be assessed within examination papers but will not
count within the 10% weighting for biology.

••

The following will be counted as Level 2 (or higher)
mathematics:

••

simple substitution with little choice of equation
or data

••

structured question formats using GCSE
mathematics (based on 2012 GCSE mathematics
content).

••

application and understanding requiring choice
of data or equation to be used

••

problem solving involving use of mathematics
from different areas of maths and decisions
about direction to proceed

questions involving use of A level mathematical
content (as of 2012), e.g. use of logarithmic
equations.

The following will not be counted as Level 2
mathematics:

Additional guidance on the assessment of mathematics
within biology is available on the OCR website as a
separate resource, the Maths Skills Handbook.

5

76

© OCR 2016
A Level in Biology B (Advancing Biology)

5e. Advance Notice for component 02
The A Level in Biology B (Advancing Biology)
specification places a particular emphasis on the
development of scientific literacy skills, which are
assessed at the end of the course using a pre-release
Advance Notice article (also included as part of
the examination paper for component H422/02).
The Advance Notice will be a scientific article/s
related to the content within the specification and
questions related to the Advance Notice will be worth
20–25 marks.
The Advance Notice will be available for download via
the OCR website on 13 March each year (starting from
13 March 2017 for the first A level assessment in June
2017) to enable teachers and learners sufficient time
to work through the information provided.
The instructions for teachers and candidates that will
accompany the Advance Notice article are summarised
below:
Notes for guidance (candidates)
1. T his leaflet contains an article/s which is needed
in preparation for questions in the externally
assessed examination H422/02 Scientific literacy
in biology.
2. Y ou will need to read the article carefully and also
have covered the Learning outcomes for A Level
in Biology B (Advancing Biology). The examination
paper will contain questions on the article/s. You
will be expected to apply your knowledge and
understanding of the work covered in A Level in
Biology B (Advancing Biology) to answer these
questions. There are 20–25 marks available on
the question paper for these questions.
3. Y ou can seek advice from your teacher about the
content of the article and you can discuss it with
others in your class. You may also investigate the
topic yourself using any resources available to
you.

5. Y ou will not have time to read this article for
the first time in the examination if you are to
complete the examination paper within the
specified time. However, you should refer to the
article when answering the questions.
Notes for guidance (teachers)
1. T his Advance Notice material should be issued
to candidates on or after the date shown on the
front cover of the candidate instructions sheet
at the discretion and convenience of the centre.
Candidates can be given the material at any
point, but it is suggested that this should be at
least four weeks before the examination date.
2. C
 andidates will need to read the article carefully.
Time can be built into the teaching programme
to introduce the article content. Candidates
should be able to discuss the article freely and be
given support and advice in the interpretation of
the content so that they are able to answer the
questions based on the article in the externally
assessed examination. Candidates should also be
encouraged to investigate the topics covered in
the article for themselves.
3. C
 andidates will be expected to apply their
knowledge and understanding of the content
in A Level in Biology B (Advancing Biology)
to questions based on the article. There are
20–25 marks available on the paper for these
questions.
The Advance Notice material must not be taken into
the examination. The examination paper H422/02
will contain a fresh copy of the article, as an insert.
Candidates should be reminded that they do not have
sufficient time during the examination to read the
article for the first time. They should, however, refer
to the article printed in the insert in the examination
paper to help them to answer the questions.

4. Y ou will not be able to bring your copy of the
article, or other materials, into the examination.
The examination paper will contain a fresh copy
of the article as an insert.

© OCR 2016
A Level in Biology B (Advancing Biology)

77

5

5f.

5

Health and Safety

In UK law, health and safety is primarily the
responsibility of the employer. In a school or college
the employer could be a local education authority,
the governing body or board of trustees. Employees
(teachers/lecturers, technicians etc.), have a legal duty
to cooperate with their employer on health and safety
matters. Various regulations, but especially the COSHH
Regulations 2002 (as amended) and the Management
of Health and Safety at Work Regulations 1999,
require that before any activity involving a hazardous
procedure or harmful microorganisms is carried
out, or hazardous chemicals are used or made, the
employer must carry out a risk assessment. A useful
summary of the requirements for risk assessment in
school or college science can be found at http://www.
ase.org.uk/resources/health-and-safety-resources/riskassessments

Where an employer has adopted model risk
assessments an individual school or college then has
to review them, to see if there is a need to modify
or adapt them in some way to suit the particular
conditions of the establishment.

For members, the CLEAPSS® guide, PS90, Making and
recording risk assessments in school science1 offers
appropriate advice.

Where project work or investigations, sometimes
linked to work-related activities, are included in
specifications this may well lead to the use of novel
procedures, chemicals or microorganisms, which are
not covered by the employer’s model risk assessments.
The employer should have given guidance on how
to proceed in such cases. Often, for members, it will
involve contacting CLEAPSS®.

Most education employers have adopted nationally
available publications as the basis for their Model Risk
Assessments.

Such adaptations might include a reduced scale of
working, deciding that the fume cupboard provision
was inadequate or the skills of the candidates were
insufficient to attempt particular activities safely. The
significant findings of such risk assessment should
then be recorded in a “point of use text”, for example
on schemes of work, published teachers guides, work
sheets, etc. There is no specific legal requirement that
detailed risk assessment forms should be completed
for each practical activity, although a minority of
employers may require this.

1

These, and other CLEAPSS® publications, are on the CLEAPSS® Science Publications website www.cleapss.org.uk. Note that
CLEAPSS® publications are only available to members. For more information about CLEAPSS® go to www.cleapss.org.uk.
78

© OCR 2016
A Level in Biology B (Advancing Biology)

5g. Practical endorsement
The Practical Endorsement is common across
Chemistry A and Chemistry B (Salters)/Biology A and
Biology B (Advancing Biology) /Physics A and Physics

B (Advancing Physics). It requires a minimum of 12
practical activities to be completed from the Practical
Activity Groups (PAGs) defined below (Fig. 1).

12
Investigative

Research
skills

10
Investigation
using a data
logger OR
computer
modelling
7

6
Specific
techniques

8

9

Chromatography Microbiological Transport in
OR
techniques
and out of
electrophoresis
cells

1
Core
techniques

11
Investigation
into the
measurement
of plant or
animal responses

2

Microscopy

3
Dissection

Sampling
techniques

5

Qualitative
testing

4

5
Rates of
enzyme
controlled
reactions

Colorimeter
OR
potometer

Fig. 1 OCR’s Practical Activity Groups (PAGs), also see Table 1

© OCR 2016
A Level in Biology B (Advancing Biology)

79

5

80

Table 1 Practical activity requirements for the OCR Biology Practical Endorsement
Practical activity group (PAG)

Techniques/skills covered (minimum)

Example of a suitable practical
activity (a range of examples will be
available from the OCR website and
centres can devise their own activity)

Specification reference
(examples)

1 Microscopy

••

Use of a light microscope at high power and low
power, use of a graticule1

Using a light microscope to study
mitosis

••

Production of scientific drawings from
observations with annotations2

2.1.1(a) (c) (d) (e) (i), 2.2.3(a),
3.1.1(b), 3.1.2(b), 3.2.3(h),
4.1.2(k), 4.2.1(b), 4.3.1(h),
5.2.1(a), 5.2.2(b), 5.2.3(b),
5.3.2(a), 5.3.3(c)

••

Safe use of instruments for dissection of an
animal or plant organ

Dissection of the mammalian heart

2.2.1(a), 2.2.4(c), 5.3.3(b),
4.4.1(b)

••

Use of a light microscope at high power and low
power, use of a graticule1

••

Production of scientific drawings from
observations with annotations2

••

Use of sampling techniques in fieldwork

The calculation of species diversity

4.3.1(m)

••

Production of scientific drawings from
observations with annotations2

••

Use of appropriate apparatus to record a range
of quantitative measurements (to include mass,
time,  volume, temperature, length and pH)3

The effect of substrate concentration
on the rate of an enzyme controlled
reaction

2.1.3(d), 4.3.1(d)

••

Use of laboratory glassware apparatus for a
variety of experimental techniques to include
serial dilutions4

••

Use of ICT such as computer modelling, or data
logger to collect data, or use of software to
process data 5

2 Dissection

3 Sampling techniques

4 Rates of enzyme controlled
reactions

© OCR 2016
A Level in Biology B (Advancing Biology)

© OCR 2016
A Level in Biology B (Advancing Biology)

Practical activity group (PAG)

Techniques/skills covered (minimum)

Example of a suitable practical
activity (a range of examples will be
available from the OCR website and
centres can devise their own activity)

Specification reference
(examples)

5 Colorimeter OR potometer

••

Use of appropriate instrumentation to record
quantitative measurements, such as a colorimeter
or potometer

The effect of temperature on
membrane permeability

2.1.2(c) (f), 2.2.4(e)

••

Use of laboratory glassware apparatus for a
variety of experimental techniques to include
serial dilutions4

6 Chromatography OR
electrophoresis

••

Separation of biological compounds using thin
layer / paper chromatography or electrophoresis

Identification of the amino acids in a
protein using paper chromatography

2.1.3(a), 4.3.1(a), 5.1.3(d)

7 Microbiological techniques

••

Use of laboratory glassware apparatus for a
variety of experimental techniques to include
serial dilutions4

The effect of antibiotics on bacterial
growth

3.2.3(h)

••

Use of microbiological aseptic techniques,
including the use of agar plates and broth

••

Use of appropriate apparatus to record a range
of quantitative measurements (to include mass,
time, volume, temperature, length and pH)3

An investigation into the water
potential of potato

2.1.1(m), 2.1.2(h)

••

Use of laboratory glassware apparatus for a
variety of experimental techniques to include
serial dilutions4

••

Use of ICT such as computer modelling, or data
logger to collect data, or use of software to
process data5

••

Use of laboratory glassware apparatus for a
variety of experimental techniques to include
serial dilutions4

Qualitative testing for biological
molecules – proteins

2.1.2(c) (f), 5.3.3(c) (f)

••

Use of qualitative reagents to identify biological
molecules

8 Transport in and out of
cells

9 Qualitative testing

81

5

5

82

Practical activity group (PAG)

Techniques/skills covered (minimum)

Example of a suitable practical
activity (a range of examples will be
available from the OCR website and
centres can devise their own activity)

Specification reference
(examples)

10 Investigation using a
data logger OR computer
modelling

••

Use of ICT such as computer modelling, or data
logger to collect data, or use of software to
process data5

Investigating DNA structure using
RasMol

2.2.1(e), 2.2.3(c), 4.1.2(d), 5.3.1(e)

11 Investigation into the
measurement of plant or
animal responses

••

Safe and ethical use of organisms to measure
plant or animal responses and physiological
functions

Investigation into the effect of
exercise on pulse rate

2.2.1(e), 2.2.3(c), 4.1.2(d), 5.3.1(e)

12 Research skills

••

Apply investigative approaches

5.2.1(f)

••

Use online and offline research skills

Investigation into the respiration rate
of Saccharomyces cerevisiae

••

Correctly cite sources of information

1,2,3,4,5 These

techniques/skills may be covered in any of the groups indicated.

It is expected that the following skills will be developed across all activities, regardless of the exact selection of activities. The ability to:

© OCR 2016
A Level in Biology B (Advancing Biology)

••

safely and correctly use a range of practical equipment and materials (1.2.1 b)

••

follow written instructions (1.2.1 c)

••

keep appropriate records of experimental activities (1.2.1 e)

••

make and record observations/measurements (1.2.1 d)

••

present information and data in a scientific way (1.2.1 f)

••

use a wide range of experimental and practical instruments, equipment and techniques (1.2.1 j).

The practical activities can be completed at any point
during the two year A level course at the discretion of
the centre. Candidates starting from a standalone AS
can count A level practical activities carried out during
the AS year towards the A level Practical Endorsement
provided that they are appropriately recorded. It is
recommended therefore that candidates starting AS
maintain a record of practical activities carried out (e.g.
this could be in the form of a ‘log book’ or ‘practical
portfolio’) that could be counted towards the Practical
Endorsement. For candidates who then decide to
follow a full A level, having started from AS, they can
carry this record with them into their A level study.
The assessment of practical skills is a compulsory
requirement of the course of study for A level
qualifications in biology. It will appear on all
students’ certificates as a separately reported result,
alongside the overall grade for the qualification. The
arrangements for the assessment of practical skills
are common to all awarding organisations. These
arrangements include:
••

••

A minimum of 12 practical activities to be carried
out by each student which, together, meet the
requirements of Appendices 5b (Practical skills
identified for direct assessment and developed
through teaching and learning, covered in
Section 1.2.1) and 5c (Use of apparatus and
techniques, covered in Section 1.2.2) from
the prescribed subject content, published by
the Department for Education. The required
practical activities are defined by each awarding
organisation (see Fig. 1 and Table 1)
Teachers will assess students against Common
Practical Assessment Criteria (CPAC) issued by
the awarding organisations. The CPAC (see
Table 2) are based on the requirements of
Appendices 5b and 5c of the subject content
requirements published by the Department for
Education, and define the minimum standard
required for the achievement of a pass.

••

Each student will keep an appropriate record
of their practical work, including their assessed
practical activities

••

Students who demonstrate the required
standard across all the requirements of the
CPAC, incorporating all the skills, apparatus and
techniques (as defined in Sections 1.2.1 and

© OCR 2016
A Level in Biology B (Advancing Biology)

1.2.2), will receive a ‘Pass’ grade (note that the
practical activity tracker available from OCR
allows confirmation that the activities selected
cover all the requirements).
••

There will be no direct assessment of practical
skills for AS qualifications

••

Students will answer questions in the AS
and A level examination papers that assess
the requirements of Appendix 5a (Practical
skills identified for indirect assessment and
developed through teaching and learning,
covered in Section 1.1) from the prescribed
subject content, published by the Department
for Education. These questions may draw on, or
range beyond, the practical activities included in
the specification.

In order to achieve a pass, students will need to:
••

develop these competencies by carrying out
a minimum of 12 practical activities (PAG1
to PAG12), which allow acquisition of all the
skills, apparatus and techniques outlined in the
requirements of the specification (Sections 1.2.1
and 1.2.2)

••

consistently and routinely exhibit the
competencies listed in the CPAC (Table 2) before
the completion of the A-level course

••

keep an appropriate record of their practical
work, including their assessed practical activities

••

be able to demonstrate and/or record
independent evidence of their competency,
including evidence of independent application
of investigative approaches and methods to
practical work.

The practical activities prescribed in the subject
specification (PAG1 to PAG12) will provide
opportunities for demonstrating competence in all the
skills identified, together with the use of apparatus and
techniques for each subject. However, students can
also demonstrate these competencies in any additional
practical activity undertaken throughout the course of
study which covers the requirements of appendix 5b
and 5c (covered in Sections 1.2.1 and 1.2.2).
Students may work in groups but teachers who award
a pass to their students need to be confident of
individual students’ competence.

83

5

Table 2 Common Practical Assessment Criteria (CPAC) for the assessment of practical competency in A Level
sciences
Competency

Practical Mastery
In order to be awarded a Pass a Learner must, by the end of the practical science
assessment, consistently and routinely meet the criteria in respect of each
competency listed below. A Learner may demonstrate the competencies in any
practical activity undertaken as part of that assessment throughout the course of
study.
Learners may undertake practical activities in groups. However, the evidence
generated by each Learner must demonstrate that he or she independently meets
the criteria outlined below in respect of each competency. Such evidence –
a) will comprise both the Learner’s performance during each practical activity and
his or her contemporaneous record of the work that he or she has undertaken
during that activity, and
b) must include evidence of independent application of investigative approaches
and methods to practical work.

5

(1) Follows written
procedures

a) Correctly follows instructions to carry out experimental techniques or
procedures.

(2) Applies investigative
approaches and
methods when using
instruments and
equipment

a) Correctly uses appropriate instrumentation, apparatus and materials (including
ICT) to carry out investigative activities, experimental techniques and procedures
with minimal assistance or prompting.
b) Carries out techniques or procedures methodically, in sequence and in
combination, identifying practical issues and making adjustments when necessary.
c) Identifies and controls significant quantitative variables where applicable, and
plans approaches to take account of variables that cannot readily be controlled.
d) Selects appropriate equipment and measurement strategies in order to ensure
suitably accurate results.

(3) Safely uses a range of
practical equipment and
materials

a) Identifies hazards and assesses risks associated with these hazards, making
safety adjustments as necessary, when carrying out experimental techniques and
procedures in the lab or field.
b) Uses appropriate safety equipment and approaches to minimise risks with
minimal prompting.

(4) Makes and records
observations

a) Makes accurate observations relevant to the experimental or investigative
procedure.
b) Obtains accurate, precise and sufficient data for experimental and investigative
procedures and records this methodically using appropriate units and conventions.

(5) Researches,
references and reports

a) Uses appropriate software and/or tools to process data, carry out research and
report findings.
b) Cites sources of information, demonstrating that research has taken place,
supporting planning and conclusions.

84

107299/4

© OCR 2016
A Level in Biology B (Advancing Biology)

Choice of activity
Centres can include additional skills, apparatus and
techniques within an activity (PAG) beyond those listed
as the minimum in Table 1 or in the published practical
activities. They may also carry out more than the
minimum 12 practical activities required to meet the
Practical Endorsement.
To achieve a Pass within the Practical Endorsement,
candidates must have demonstrated competence in
all the skills, apparatus and techniques detailed in
Sections 1.2.1 and 1.2.2 of the specification by carrying
out a minimum of 12 assessed practical activities
(covering all of PAG1 to PAG12) and achieved the level
of competence defined within the Common Practical
Assessment Criteria (Table 2).
The minimum of 12 activities can be met by:
(i)

(ii)

using OCR suggested activities (provided as
resources from Interchange, or by contacting
pass@ocr.org.uk should you be unable to access
Interchange)
modifying OCR suggested activities to match
available equipment whilst fulfilling the same
skills, apparatus and techniques and CPAC

© OCR 2016
A Level in Biology B (Advancing Biology)

(iii)

using activities devised by the centre and
mapped against Section 1.2 of the specification
and the CPAC

(iv)

using activities from external sources such as the
learned societies, mapped against Section 1.2 of
the specification and the CPAC

Centres can receive guidance on the suitability of
their own practical activities or against any of the
options within (ii) to (iv) above through our free
practical assessment support service by emailing
pass@ocr.org.uk.
Where centres devise their own practical activity or
use an alternative activity, that practical activity must
be of a level of demand appropriate for A level.
Practical Activity Groups 1 to 12 can be achieved
through more than one centre devised practical
activity, and centres are not limited to 12 practical
activities such that a centre could, for instance, split
PAG8 into two activities of their own (rather than one)
with the two activities fulfilling the requirements.
Alternatively it could be possible that an extended
activity may cover the requirements of more than one
group, in which case the centre could then select an
additional activity from another group to achieve the
required minimum of 12 practical activities.

85

5

5h. Revision of the requirements for practical work
OCR will review the Practical Endorsement detailed in
Section 5g of this specification following any revision
by the Secretary of State of the skills, apparatus or
techniques specified in respect of A Level Biology B
(Advancing Biology).
OCR will revise the Practical Endorsement if
appropriate.

If any revision to the Practical Endorsement is made,
OCR will produce an amended specification which
will be published on the OCR website. OCR will then
use the following methods to communicate the
amendment to centres: subject information update
emailed sent to all Examinations Officers, e-alerts to
centres that have registered to teach the qualification
and social media.

5

86

© OCR 2016
A Level in Biology B (Advancing Biology)

Your checklist
Our aim is to provide you with all
the information and support you
need to deliver our specifications.
Bookmark ocr.org.uk/alevelbiologyb for all the
latest resources, information and news on AS and
A Level Biology B
Be among the first to hear about support materials
and resources as they become available – register
for Biology updates at ocr.org.uk/updates
Find out about our professional development at
cpdhub.ocr.org.uk
View our range of skills guides for use across subjects
and qualifications at ocr.org.uk/skillsguides
Discover our new online past paper service at
ocr.org.uk/exambuilder
Learn more about Active Results at
ocr.org.uk/activeresults
Join our Biology social network community for
teachers at social.ocr.org.uk

Download high-quality, exciting and innovative AS and A Level
Biology resources from ocr.org.uk/alevelbiologyb
Free resources and support for our A Level Biology qualification, developed through
collaboration between our Biology Subject Advisors, teachers and other subject experts,
are available from our website. You can also contact our Biology Subject Advisors for
specialist advice, guidance and support, giving you individual service and assistance
whenever you need it.
Contact the team at:
01223 553998
scienceGCE@ocr.org.uk
@OCR_science
To stay up to date with all the relevant news about our qualifications, register for email updates at
ocr.org.uk/updates

Science community

The social network is a free platform where teachers can engage with each other – and with us – to find
and offer guidance, discover and share ideas, best practice and a range of Science support materials.
To sign up, go to social.ocr.org.uk

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For staff training purposes and as part of our quality assurance programme your call may be recorded or monitored. ©OCR 2017 Oxford Cambridge and RSA Examinations is a Company
Limited by Guarantee. Registered in England. Registered office 1 Hills Road, Cambridge CB1 2EU. Registered company number 3484466. OCR is an exempt charity.

ocr.org.uk/alevelbiologyb



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
Previews Version                : 75.4.1
Previews Createdate             : 2014:08:22 11:41:35
Previews Nofspreads             : 2
Previews Spreads Spread index   : 1
Previews Spreads Width          : 1190
Previews Spreads Height         : 841
Previews Spreads Scale          : 1
Previews Spreads Format         : JPEG
Previews Spreads Unencoded size : 246465
Previews Spreads Number of encoded chunks: 6
Previews Spreads Base 64 data   : 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, 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, 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, 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, 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, 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Slug Checksum                   : 314853121
Slug Post Script Name           : MyriadPro-SemiboldIt
Slug Foundry                    : Adobe Systems
Slug Version                    : 2.037
Slug Outline File Size          : 0
Slug Family                     : Myriad Pro
Slug Font Sense 12 Checksum     : 314853121
Slug Font Kind                  : OpenType - PS
Slug Kerning Checksum           : 0
Page Count                      : 94

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