Calculus

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When it comes to pinpointing the stuff you really need to know, nobody does it better than CliffsNotes. This fast, effective tutorial helps you master core Calculus concepts -- from functions, limits, and derivatives to differentials, integration, and definite integrals -- and get the best possible grade.

At CliffsNotes, we're dedicated to helping you do your best, no matter how challenging the subject. Our authors are veteran teachers and talented writers who know how to cut to the chase -- and zero in on the essential information you need to succeed.

Author(s): Bernard V. Zandy, Jonathan J. White
Series: Cliffs Quick Review
Edition: 7th
Publisher: Cliffs Notes
Year: 2001

Language: English
Commentary: 64353
Pages: 128

CliffsQuickReview Calculus......Page 1
Table of Contents......Page 4
How to Use This Book......Page 6
Visit Our Web Site......Page 7
Interval Notation......Page 8
Functions......Page 9
Linear Equations......Page 10
Trigonometric Functions......Page 13
Intuitive Definition......Page 19
Evaluating Limits......Page 21
One-sided Limits......Page 23
Infinite Limits......Page 24
Limits at Infinity......Page 26
Limits Involving Trigonometric Functions......Page 28
Continuity......Page 29
Definition......Page 34
Differentation Rules......Page 37
Trigonometric Function Differentiation......Page 39
Chain Rule......Page 40
Implicit Differentiation......Page 42
Higher Order Derivatives......Page 44
Functions......Page 45
Logarithmic Functions......Page 46
Tangent and Normal Lines......Page 48
Critical Points......Page 49
Extreme Value Theorem......Page 50
Mean Value Theorem......Page 51
Increasing/Decreasing Functions......Page 53
First Derivative Test for Local Extrema......Page 54
Second Derivative Test for Local Extrema......Page 55
Concavity and Points of Inflection......Page 56
Maximum/Minimum Problems......Page 57
Distance, Velocity, and Acceleration......Page 60
Related Rates of Change......Page 61
Differentials......Page 63
Antiderivatives/Indefinite Integrals......Page 68
Integration Techniques......Page 69
Distance, Velocity, and Acceleration......Page 78
Definite Integrals......Page 80
Area......Page 93
Sections......Page 98
Volumes of Solids of Revolution......Page 101
Arc Length......Page 106
CQR REVIEW......Page 109
Books......Page 114
Internet......Page 116
Glossary......Page 118
Appendix......Page 121
D......Page 126
G......Page 127
O......Page 128
W......Page 129