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Schaums 3000 Solved Problems in Calculus by Elliot Mendelson

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About this book :-
Schaum's outline of 3000 solved problems in calculus written by Elliot Mendelson, Ph.D., Professor of Mathematics, Queens College, City University of New York. This book is consist 45 chapter.
More than 40 million students have trusted Schaum's to help them succeed in the classroom and on exams. Schaum's is the key to faster learning and higher grades in every subject. Each Solved Problem book helps you cut study time, hone problem-solving skills, and achieve your personal best on exams!. Offers you 3,000 solved problems covering various areas of calculus. Featuring many diagrams and illustrations, this text highlights the problem-solving skills you need to know.

Book Detail :-
Title: Schaum's outline of 3000 solved problems in calculus
Edition: 4th
Author(s): Elliot Mendelson
Publisher: McGraw-Hill
Series:
Year: 2009
Pages: 465
Type: PDF
Language: English
ISBN: 978-0-07-170261-4,0-07-170261-X,978-0-07-163534-9,0-07-163534-3
Country: USA
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About Author :-
The author Elliott Mendelson is an American logician and prfessor of mathematics who burin in 1931). He was a professor of mathematics at Queens College of the City University of New York and the Graduate Center, CUNY.
Elliott Mendelson was Jr. Fellow, Society of Fellows, Harvard University, 1956-58. Elliott Mendelson taught mathematics at Queens College of the City University for more than 30 years, and is the author of books on logic, philosophy of mathematics, calculus, game theory and mathematical analysis.


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Book Contents :- Schaum's outline of 3000 solved problems in calculus written by Elliot Mendelson cover the following topics.
1. INEQUALITIES
2. ABSOLUTE VALUE
3. LINES
4. CIRCLES
5. FUNCTIONS AND THEIR GRAPHS
6. LIMITS
7. CONTINUITY
8. THE DERIVATIVE
9. THE CHAIN RULE
10. TRIGONOMETRIC FUNCTIONS AND THEIR DERIVATIVES
11. ROLLES THEOREM, THE MEAN VALUE THEOREM, AND THE SIGN OF THE DERIVATIVE
12. HIGHER-ORDER DERIVATIVES AND IMPLICIT DIFFERENTIATION
13. MAXIMA AND MINIMA
14. RELATED RATES
15. CURVE SKETCHING (GRAPHS)
16. APPLIED MAXIMUM AND MINIMUM PROBLEMS
17. RECTILINEAR MOTION
18. APPROXIMATION BY DIFFERENTIALS
19. ANTIDERIVATIVES (INDEFINITE INTEGRALS)
20. THE DEFINITE INTEGRAL AND THE FUNDAMENTAL THEOREM OF CALCULUS
21. AREA AND ARC LENGTH
22. VOLUME
23. THE NATURAL LOGARITHM
24. EXPONENTIAL FUNCTIONS
25. L'HOPITAL'S RULE
26. EXPONENTIAL GROWTH AND DECAY
27. INVERSE TRIGONOMETRIC FUNCTIONS
28. INTEGRATION BY PARTS
29. TRIGONOMETRIC INTEGRANDS AND SUBSTITUTIONS
30. INTEGRATION OF RATIONAL FUNCTIONS: THE METHOD OF PARTIAL FRACTIONS
31. INTEGRALS FOR SURFACE AREA, WORK, CENTROIDS Surface Area of a Solid of Revolution / Work / Centroid of a Planar Region
32. IMPROPER INTEGRALS
33. PLANAR VECTORS
34. PARAMETRIC EQUATIONS, VECTOR FUNCTIONS, CURVILINEAR MOTION Parametric Equations of Plane Curves / Vector-Valued Functions
35. POLAR COORDINATES
36. INFINITE SEQUENCES
37. INFINITE SERIES
38. POWER SERIES
39. TAYLOR AND MACLAURIN SERIES
40. VECTORS IN SPACE. LINES AND PLANES
41. FUNCTIONS OF SEVERAL VARIABLES Multivariate Functions and Their Graphs / Cylindrical and Spherical Coordinates
42. PARTIAL DERIVATIVES
43. DIRECTIONAL DERIVATIVES AND THE GRADIENT. EXTREME VALUES
44. MULTIPLE INTEGRALS AND THEIR APPLICATIONS
45. VECTOR FUNCTIONS IN SPACE. DIVERGENCE AND CURL. LINE INTEGRALS
46. DIFFERENTIAL EQUATIONS


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