Addison Wesley | English | 1995-09-14 | ISBN : 0201400154 | 1281 pages | DJVU | 35,6 MB
Summary: The above reviewers are brain dead! Look at the edition!!
ISBN 0-201-07779-5 I'm reviewing here. First of all, this is the classic 1953 Edition ONLY by THOMAS. Not Finney!! Calculus books were cookbooks then. For its time, it was revolutionary to include so much! Its still a great reference!! In most science applications you want a book that simply states how! It's also right sized for the brief case ! You wont find that anymore!
Course Outline
Module 261: Differentiation
Lesson 1: Preliminaries
Lesson 2: Limits
Lesson 3: Continuity and Tangents
Lesson 4: The Derivative of a Function
Lesson 5: Differentiation Rules
Lesson 6: More Functions to Differentiate
Module 262: Applications of Differentiation
Lesson 7: Related Rates
Lesson 8: The Mean Value Theorem
Lesson 9: Derivatives and Graphing
Lesson 10: Optimization
Lesson 11: Numerical Techniques
Module 263: Basic Integration
Lesson 12: Indefinite Integrals and Applications
Lesson 13: Indefinite Integrals by Substitution
Lesson 14: Riemann Sums and the Definite Integral
Lesson 15: Properties of the Definite Integral
Lesson 16: The Fundamental Theorem of Calculus
Module 264: Applications of Integration
Lesson 17: Area
Lesson 18: Volumes by Slicing
Lesson 19: Volumes by Shells, Arc Length
Lesson 20: Moments and Centers of Mass
Lesson 21: Work, Pressure, and Force
Module 265: Transcendental Functions
Lesson 22: The Natural Logarithm
Lesson 23: The Exponential Function
Lesson 24: Other Exponential and Log Functions
Lesson 25: Limiting Rates of Growth
Lesson 26: Inverse Trigonometric Functions
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