Chapter 1

Functions And Their Graphs

1	Functions	Exercises	p.74
2	Analyzing Graphs of Functions	Exercises	p.87
3	Shifting, Reflecting, and Stretching Graphs	Exercises	p.97
4	Combinations of Functions	Exercises	p.106
5	Inverse Functions	Exercises	p.114
6	Mathematical Modeling	Exercises	p.124
		Review Exercises	p.130
		Problem Solving	p.133

Chapter 2

Polynomial And Rational Functions

1	Quadratic Functions	Exercises	p.142
2	Polynomial Functions of Higher Degree	Exercises	p.154
3	Polynomial and Synthetic Division	Exercises	p.164
4	Complex Numbers	Exercises	p.172
5	The Fundamental Theorem of Algebra	Exercises	p.181
6	Rational Functions	Exercises	p.193
		Review Exercises	p.198
		Problem Solving	p.201

Chapter 3

Limits And Their Properties

1	A Preview of Calculus	Exercises	p.209
2	Finding Limits Graphically and Numerically	Exercises	p.215
3	Evaluating Limits Analytically	Exercises	p.224
4	Continuity and One-Sided Limits	Exercises	p.234
5	Infinite Limits	Exercises	p.243
		Review Exercises	p.246
		Problem Solving	p.248

Chapter 4

Differentiation

1	The Derivative and the Tangent Line Problem	Exercises	p.259
2	Basic Differentiation Rules and Rates of Change	Exercises	p.270
3	The Product and Quotient Rules and Higher-Order Derivatives	Exercises	p.280
4	The Chain Rule	Exercises	p.289
5	Implicit Differentiation	Exercises	p.297
6	Related Rates	Exercises	p.304
		Review Exercises	p.307
		Problem Solving	p.311

Chapter 5

Applications Of Differentiation

1	Extrema on an Interval	Exercises	p.319
2	Rolle's Theorem and the Mean Value Theorem	Exercises	p.326
3	Increasing and Decreasing Functions and the First Derivative Test	Exercises	p.335
4	Concavity and the Second Derivative Test	Exercises	p.343
5	Limits at Infinity	Exercises	p.353
6	A Summary of Curve Sketching	Exercises	p.361
7	Optimization Problems	Exercises	p.369
8	Differentials	Exercises	p.380
		Review Exercises	p.382
		Problem Solving	p.385

Chapter 6

Integration

1	Antiderivatives and Indefinite Integration	Exercises	p.394
2	Area	Exercises	p.406
3	Riemann Sums and Definite Integrals	Exercises	p.417
4	The Fundamental Theorem of Calculus	Exercises	p.429
5	Integration by Substitution	Exercises	p.442
		Exercises	p.449
		Review Exercises	p.451
		Problem Solving	p.454

Chapter 7

Exponential And Logarithmic Functions

1	Exponential Functions and Their Graphs	Exercises	p.464
2	Logarithmic Functions and Their Graphs	Exercises	p.475
3	Using Properties of Logarithms	Exercises	p.483
4	Exponential and Logarithmic Equations	Exercises	p.491
5	Exponential and Logarithmic Models	Exercises	p.502
		Review Exercises	p.507
		Problem Solving	p.511

Chapter 8

Exponential And Logarithmic Functions And Calculus

1	Exponential Functions: Differentiation and Integration	Exercises	p.518
2	Logarithmic Functions and Differentiation	Exercises	p.526
3	Logarithmic Functions and Integration	Exercises	p.535
4	Differential Equations: Growth and Decay	Exercises	p.542
		Review Exercises	p.544
		Problem Solving	p.546

Chapter 9

Trigonometric Functions

1	Radian and Degree Measure	Exercises	p.556
2	Trigonometric Functions: The Unit Circle	Exercises	p.564
3	Right Triangle Trigonometry	Exercise	p.571
4	Trigonometric Functions of Any Angle	Exercises	p.580
5	Graphs of Sine and Cosine Functions	Exercises	p.590
6	Graphs of Other Trigonometric Functions	Exercises	p.600
7	Inverse Trigonometric Functions	Exercises	p.610
8	Applications and Models	Exercises	p.617
		Exercises	p.622
		Problem Solving	p.625

Chapter 10

Analytic Trigonometry

1	Using Fundamental Trigonometric Identities	Exercises	p.632
2	Verifying Trigonometric Identities	Exercises	p.639
3	Solving Trigonometric Equations	Exercises	p.647
4	Sum and Difference Formulas	Exercises	p.655
5	Multiple-Angle and Product-to-Sum Formulas	Exercises	p.663
		Review Exercises	p.667
		Problem Solving	p.669

Chapter 11

Trigonometric Functions And Calculus

1	Limits of Trigonometric Functions	Exercises	p.675
2	Trigonometric Functions: Differentiation	Exercises	p.685
3	Trigonometric Functions: Integration	Exercises	p.694
4	Inverse Trigonometric Functions: Differentiation	Exercises	p.700
5	Inverse Trigonometric Functions: Integration	Exercises	p.707
6	Hyperbolic Functions	Exercises	p.717
		Exercises	p.719
		Problem Solving	p.722

Chapter 12

Topics In Analytic Geometry

1	Introduction to Conics: Parabolas	Exercises	p.730
2	Ellipses and Implicit Differentiation	Exercises	p.738
3	Hyperbolas and Implicit Differentiation	Exercises	p.747
4	Parametric Equations and Calculus	Exercises	p.755
5	Polar Coordinates and Calculus	Exercises	p.763
6	Graphs of Polar Equations	Exercises	p.768
7	Polar Equations of Conics	Exercises	p.771
		Exercises	p.775
		Problem Solving	p.778

Chapter 13

Additional Topics In Trigonometry

1	Law of Sines	Exercises	p.788
2	Law of Cosines	Exercises	p.795
3	Vectors in the Plane	Exercises	p.806
4	Vectors and Dot Products	Exercises	p.816
5	Trigonometric Form of a Complex Number	Exercises	p.825
		Exercises	p.828
		Problem Solving	p.831

Chapter 14

Systems Of Equations And Matrices

1	Systems of Linear Equations in Two Variables	Exercises	p.843
2	Multivariable Linear Systems	Exercises	p.854
3	Systems of Inequalities	Exercises	p.863
4	Matrices and Systems of Equations	Exercises	p.877
5	Operations with Matrices	Exercises	p.890
6	The Inverse of a Square Matrix	Exercises	p.900
7	The Determinant of a Square Matrix	Exercises	p.907
		Exercises	p.910
		Problem Solving	p.915

Chapter P

Prerequisites

1	Solving Equations	Exercises	p.11
2	Solving Inequalities	Exercises	p.23
3	Graphical Representations of Data	Exercises	p.33
4	Graphs of Equations	Exercises	p.44
5	Linear Equations in Two Variables	Exercises	p.56
		Review Exercises	p.62
		Problem Solving	p.65