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Calculus and Advanced Functions McGraw
Calculus and Advanced Functions McGraw
ISBN: /
Chapter 1 Functions and Models
No Sections Listed
Chapter 2 Polynomials
2.1 Polynomial Functions on a Graphing Calculator
2.2 Dividing a Polynomial by a Polynomial
2.3 The Remainder Theorem
2.4 The Factor Theorem
2.5 Roots of Polynomial Equations
2.6 Polynomial Functions and Inequalities
2.7 Finite Differences
2.8 Determining Equations of Graphs
Chapter 3 Limits
3.1 From Secants to Tangents
6
3.2 Using Limits to Find Tangents
13
3.3 The limit of a Function
38
3.4 Rates of Change
7
Chapter 4 Derivatives
4.1 The Derivative
10
4.2 Basic Differentiation Rules
8
4.3 Product Rule
5
4.4 Quotient Rule
5
4.5 Derivatives of Derivatives
37
4.6 Velocity and Acceleration
8
4.7 Anti Derivatives
17
Chapter 5 Chain Rule and Applications
5.1 Composite Functions
15
5.2 Chain Rule
14
5.3 Implicit Differentiation
11
5.4 Related Rates
8
Chapter 6
6.2 Max and Min
1
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