Calculus Single Multivariable Solutions Manual
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- cover (txtbk)
- 1. A LIBRARY OF FUNCTIONS
- 2. KEY CONCEPT: THE DERIVATIVE
- 3. SHORT-CUTS TO DIFFERENTIATION
- 4. USING THE DERIVATIVE
- 5. KEY CONCEPT: THE DEFINITE INTEGRAL
- 6. CONSTRUCTING ANTIDERIVATIVES
- 7. INTEGRATION
- 8. USING THE DEFINITE INTEGRAL
- 9. SEQUENCES AND SERIES
- 10. APPROXIMATING FUNCTIONS USING SERIES
- 11. DIFFERENTIAL EQUATIONS
- 12. FUNCTIONS OF SEVERAL VARIABLES
- 13. A FUNDAMENTAL TOOL: VECTORS
- 14. DIFFERENTIATING FUNCTIONS OF SEVERAL VARIABLES
- 15. OPTIMIZATION: LOCAL AND GLOBAL EXTREMA
- 16. INTEGRATING FUNCTIONS OF SEVERAL VARIABLES
- 17. PARAMETERIZATION AND VECTOR FIELDS
- 18. LINE INTEGRALS
- 19. FLUX INTEGRALS AND DIVERGENCE
- 20. THE CURL AND STOKES’ THEOREM
- 21. PARAMETERS, COORDINATES, AND INTEGRALS
- APPENDIX