How to ace calculus : the streetwise guide
著者
書誌事項
How to ace calculus : the streetwise guide
W.H. Freeman & Company, 1998
- : textbook
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注記
Includes index
内容説明・目次
内容説明
This text provides an informal, student-oriented guide to calculus. It contains practical explanations together with real-world examples and may be used alongside other textbooks
目次
- Exactly who and what is your instructor?
- the general principles of acing calculus
- good and bad questions
- are you ready? the calc prereqs
- how to handle the exam
- lines, circles and their friends
- limits - you gotta have them
- continuity or why you shouldn't ski down continuous slopes
- what is the derivative? change is good
- the limit definition of the derivative - finding derivatives the hard way
- derivatives - how to find them the easy way
- velocity and acceleration - put the pedal to the metal
- the chain rules - S&M made easy
- graphing - how to doodle like an expert
- maxima and minima - the bread and butter section
- implicit differentiation - let's be oblique
- related rates - you change, I change
- the differential - estimating your way to fame and glory
- the intermediate value of theorem and the mean value theorem
- integration -doing it all backwards
- the definite integral
- modelling - from toy planes to the runway
- exponents and logarithms - a review of all that "e" hoopla
- doing that calc thing to exponents and logs
- logarithmic differentiation - making the hard stuff easy
- exponential growth and decay - the rise and fall of slime
- fancy pants techniques of integration
- the twenty most common exam mistakes
- what's going to be on the final?
- glossary - a quick guide to the mathematical jargon.
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