Complete Test Prep: Calculus, Part 2

· Quantum Scientific Publishing
Ebook
278
Pages
Eligible

About this ebook

The Complete Test Prep series was created because high school and college study guides are too expensive! No student or educator should have to pay $100 for a study guide! Outstanding educational content should be available to everyone, regardless of their budget.

Each of the study guides in the Complete Test Prep series was written by a subject matter expert and contains the same high-quality content, pedagogy, and attention to detail as those provided by high-priced publishers.

Each course in the series is broken into 45-section “Parts” so that students and educators can choose the study guides that match how much they’re covering in the course. Why buy an 800-page study guide if you’re only going to use 100 pages of it?

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Topics by section in this volume (the second of four Parts):

1 − Derivative of the Secant and Cosecant Functions

2 − Derivative of the Tangent and Cotangent Functions

3− Derivatives of Composite Functions

4 − The Chain Rule

5 − Applications Using the Chain Rule

6 − Explicit and Implicit Equations

7 − Implicit Differentiation

8 − Using Implicit Differentiation

9 − Related Rates

10 − More Practice with Related Rates I

11 − More Practice with Related Rates II

12 − Slopes on Parametric Curves

13 − Tangent and Normal Lines on Parametric Curves

14 − More Applications of Implicit Differentiation

15 − Rational Exponents of Differentiable Functions

16 − Inverse Functions

17 − Differentiating Inverse Functions

18 − The Derivative of the Inverse Sine and Inverse Cosine

19 − The Derivative of the Inverse Tangent and Inverse Cotangent

20 − The Derivative of the Inverse Secant and Inverse Cosecant

21 − The Derivative of the Exponential and Natural Logarithm Functions

22 − Differentiating Exponential and Logarithmic Functions in Bases other than e

23 − Applications of Derivatives of Exponential Functions

24 − Applications of Derivatives of Logarithmic Functions

25 − Introduction to Finding Extrema on an Interval

26 − Finding Critical Numbers

27 − Finding Absolute Extrema on a Closed Interval

28 − Application of the Extreme Value Theorem

29 − The Mean Value Theorem and Rolle's Theorem

30 − Applications of the Mean Value Theorem and Rolle's Theorem

31 − Increasing and Decreasing Intervals

32 − The First-Derivative Test

33 − Concavity and Inflection Points

34 − The Second Derivative Test for Extrema

35 − Horizontal Asymptotes and Limits at Infinity

36 − Techniques for Curve Sketching Using Derivatives

37 − Sketching the Derivative Function Given f(x)

38 − Optimization

39 − More Optimization Problems

40 − Newton's Method

41 − Modeling Discrete Phenomena with Differentiable Functions

42 − Using Tangent Line Approximations

43 − Differentials

44 − Error Propagation

45 − Differentials in Business Applications

The Complete Test Prep series was created because high school and college study guides are too expensive! No student or educator should have to pay $100 for a study guide! Outstanding educational content should be available to everyone, regardless of their budget. Each of the study guides in the ...

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