Calculus and Vectors McGraw-Hill
ISBN:
0070126593 / 9780070126596
Chapter 1 Rates of Change
Chapter 2 Derivatives
Prerequisite Skills
48
2.1 Derivative of Polynomial Function
70
p.72
2.2 The Product Rule
87
p.88
2.3 Velocity, Acceleration, and Second Derivatives
38
p.97
2.4 The Chain Rule
62
p.111
2.5 Derivatives of Quotients
46
p.120
2.6 Rate of Change Problems
46
p.130
Derivatives Chapter Review
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28
Derivate Chapter Test
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18
Chapter 3 Curve Sketching
3.1 Increasing and Decreasing Functions
64
p.150
3.2 Maxima and Minima
43
p.159
3.3 Concavity and the Second Derivative Test
40
p.166
3.4 Simple Rational Functions
24
p.176
3.5 Putting It All Together
25
p.185
3.6 Optimization Problems
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33
p.195
Chapter Review Graphing and Optimization
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26
Chapter Test Max and Min
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18
Chapter 4 Derivatives of Sinusodial Functions
4.1 Instantaneous Rates of Change of Sinusodal Functions
26
p.214
4.2 Derivatives of the Sine and Cosine Functions
29
p.218
4.3 Differentiation Rules for Sinusodal Functions
29
p.228
4.4 Applications of Sinusoidal Functions and Their Derivatives
16
p.233
4.5 Chapter Review
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26
4.6 Chapter Test
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27
Chapter 5 Exponential and Logarithmic Functions
Chapter 6 Geometric Vectors
6.1 Introduction to Vectors
38
p.304
6.2 Tutorials of Addition and Subtraction of Vectors
41
p.313
6.3 Tutorials of Multiplying a Vector by a Scalar
36
p.328
6.4 Tutorials of Applications of Vector Addition
13
p.337
6.5 Tutorials of Resolution of Vectors Into Rectangular Components
5
p.347
Practice Test Sum of Vectors
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23
6.6 Chapter Review
23
6.7 Chapter Test
29
Chapter 7 Cartesian Vectors
Chapter 8 Lines and Planes
8.1 Equations of Lines in Two-Space
79
p.428
8.2 Equation of Planes
46
p.441
8.3 Properties of Planes
62
p.454
8.4 Intersections of Lines in Two-Space and Three-Space
23
p.462
8.5 Intersection of Lines and Planes
20
p.474
8.6 Intersections of Planes
66
p.494
8.7 Chapter Review
41
8.8 Chapter Test
27
8.10 Course Review
172
8.10 Course Review
172