Casio Fx 92_College 2D_Appendix 92_College_2D_Appendix 92 College 2D Appendix FR

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RCA502094-001V01
Appendice
Aanhangsel
fx-92
Collège 2D
– 1 –
#001
'2c3e+
Math
'1c2E
2'3+1
'2E
#002
2%E
#003
150*20
%E
#004
660/880
%E
#005
2500+2500
*15%E
#006
3500-3500
*25%E
MATH
LINE
LINE
LINE
LINE
LINE
LINE
– 2 –
#007
168+98+
734E
-G*20%E
#008
(500+300)
/500%E
#009
(46-40)/
40%E
eeeeY8E
#010
2e0e30eE
#011
2e20e30e+
0e39e30eE
LINE
LINE
LINE
LINE
LINE
– 3 –
#012
2.255E
e
e
#013 4 × 3 + 2.5 = 14.5
4 × 3 – 7.1 = 4.9
4*3+2.5E
A
d
YYYY
-7.1E
LINE
LINE
– 4 –
#014 9 × 6 + 3 = 1.425
5 × 8
9*6+3
1t(STO)u(B)
5*81t(STO)'(C)
Su(B)/S'(C)E
#015
Y=X+2Sy(A)
s
*1 1E
*2 1E
s
LINE
LINE
*3
– 5 –
*4 GE
*5 2E
sGE3E
sGE4E
#016
s30)E
1s(Asn)0.5)E
#017
c15(π)1G(DRG')
2(r))E
c1001G(DRG')
3(g))E
Deg
LINE
Deg
LINE
*6
*7
*8
– 6 –
#018
1c(Acs)y1)
Math
E
1c(Acs)y1)
Math
E
#019 log16 = 1.204119983
l16)E
#020
ln 90 (= loge90) = 4.49980967
i90)E
#021 e10 = 22026.46579
1i(e^)10E
#022
1.2 × 103 = 1200
1.2*
Math
1l($)3E
(1 + 1)2+2 = 16
(1+1)62+2
Math
E
MATH
LINE
LINE
LINE
MATH
Rad
Deg
– 7 –
#023
(52)3 = 15625
(5w)
Math
WE
('2 + 1) ('2 – 1) = 1
(1w())2)
+1)(1w())2)
-1)E
5 32 = 2
516(")32)E
#024 (–2) = 1.587401052
(y2)6
2'3)E
#025 3'5 + 3 –27 = –1.290024053
1W(#)5)+
1W(#)y27)E
#026
(31((x–1)-
41((x–1))
1((x–1)E
MATH
LINE
LINE
LINE
LINE
2
3
1= 12
1
3
1
4
–
– 8 –
#027 (X, Y) = ('2, '2) → (r,
θ
)
1+(Pol)
1w())2e13(,)
Math
1w())2e)E
1+(Pol)
1w())2)13(,)
1w())2))E
#028 (r,
θ
) = (2, 30) → (X, Y)
1-(Rec)213(,)
30)E
#029
(5+3)1)(x!)E
#030
1%(Abs)
2-7E
Math
1%(Abs)
2-7)E
#031
1000
1.(Ran#)E
Deg
MATH
LINE
LINE
Deg
LINE
LINE
MATH
LINE
– 9 –
E
E
#032
15(π)*'2c5E
Math
f
Math
#033
1w())2e
*1w())3E
Math
f
Math
#034
MATH
MATH
o
Σ
x
n
=
x
σnn
=
Σ
(x – o)
2
x
σn –1 n – 1
=
Σ
(x – o)
2
– 10 –
#035
1Nc3(STAT)1(ON)
N2(STAT)
1(1-VAR)
STAT
1E 2E 3E 4E
STAT
5E 6E 7E 8E
9E 10E
A
STAT
#036
11(STAT)2(Data)
STAT
11(STAT)3(Edit)1(Ins)
STAT
ccccccccY
STAT
A
STAT
– 11 –
#037
11(STAT)2(Data)e
STAT
c2E c2E 2E
STAT
2E 3E 4E 2E
A
STAT
#038
11(STAT)4(Sum)
1(Σx2)E
STAT
11(STAT)4(Sum)
STAT
2(Σx)E
#039
11(STAT)5(Var)
1(n)E
STAT
– 12 –
11(STAT)5(Var)2(o)E
STAT
11(STAT)5(Var)
STAT
3(xσn)E
#040
11(STAT)6(MinMax)
1(minX)E
STAT
11(STAT)6(MinMax)
STAT
2(maxX)E
#041
o
Σ
x
n
=
xσn
n
=
Σ
(x – o)
2
xσn
–1
n – 1
=
Σ
(x – o)
2
p
Σ
y
n
=
yσn
n
=
Σ
(y – p)
2
– 13 –
B =n
Σy – A.Σx
my – B
A
=
yσ
n
–1 n
– 1
=Σ (y – p)
2
A =
n.Σx
2
– (Σx)
2
n.Σxy – Σx.Σy
r =
{n.Σx
2
– (Σx)
2
}{n.Σy
2
– (Σy)
2
}
n.Σxy – Σx.Σy
n = Ax + B
#042
1Nc3(STAT)2(OFF)
N2(STAT)
2(AX+B)1E
STAT
1.2E 1.5E
1.6E 1.9E
2.1E 2.4E
STAT
2.5E 2.7E
3E
xy
1.0 1.0
1.2 1.1
1.5 1.2
1.6 1.3
1.9 1.4
xy
2.1 1.5
2.4 1.6
2.5 1.7
2.7 1.8
3.0 2.0
– 14 –
ce1E
STAT
1.1E 1.2E
1.3E 1.4E
1.5E 1.6E
STAT
1.7E 1.8E
2E
A
STAT
#043
11(STAT)4(Sum)
5(Σxy)E
STAT
11(STAT)5(Var)
3(xσn)E
STAT
11(STAT)6(MinMax)
– 15 –
4(maxY)E
STAT
#044
11(STAT)7(Reg)
1(A)E
STAT
11(STAT)7(Reg)
STAT
2(B)E
11(STAT)7(Reg)3(r)E
STAT
#045
*1 y311(STAT)
STAT
7(Reg)4(m)E
*2 211(STAT)7(Reg)
STAT
5(n)E
– 16 –
#046 X + 2Y = 3
2X + 3Y = 4
N3(EQN)
1(anX+bnY=cn)
Math
1E 2E 3E
Math
2E 3E 4E
E
Math
c
Math
MATH
– 17 –
#047 X – Y + Z = 2
X + Y – Z = 0
–X + Y + Z = 4
N3(EQN)
2(anX+bnY+cnZ=dn)
Math
1E y1E 1E 2E
Math
1E 1E y1E 0E
y1E 1E 1E 4E
E
Math
c
Math
c
Math
MATH
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