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{{ printedBook.courseTrack.name }} {{ printedBook.name }} Answers, hints and solutions to all chapter exercises

Chapter P ## Prerequisites

- 1. Real Numbers
*arrow_forward* - 2. Cartesian Coordinate System
*arrow_forward* - 3. Linear Equations and Inequalities
*arrow_forward* - 4. Lines in the Plane
*arrow_forward* - 5. Solving Equations Graphically, Numerically, and Algebraically
*arrow_forward* - 6. Complex Numbers
*arrow_forward* - 7. Solving Inequalities Algebraically and Graphically
*arrow_forward* - Review Exercises
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Chapter 1 ## Functions and Graphs

- 1. Modeling and Equation Solving
*arrow_forward* - 2. Function and Their Properties
*arrow_forward* - 3. Twelve Basic Functions
*arrow_forward* - 4. Building Functions from Functions
*arrow_forward* - 5. Parametric Relations and Inverses
*arrow_forward* - 6. Graphical Transformations
*arrow_forward* - 7. Modeling with Functions
*arrow_forward* - Review Exercises
*arrow_forward* - Project
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Chapter 2 ## Polynomial, Power, and Rational Functions

- 1. Linear and Quadratic Functions and Modeling
*arrow_forward* - 2. Power Functions with Modeling
*arrow_forward* - 3. Polynomial Functions of Higher Degree with Modeling
*arrow_forward* - 4. Real Zeros of Polynomial Functions
*arrow_forward* - 5. Complex Zeros and the Fundamental Theorem of Algebra
*arrow_forward* - 6. Graphs of Rational Functions
*arrow_forward* - 7. Solving Equations in One Variable
*arrow_forward* - 8. Solving Inequalities in One Variable
*arrow_forward* - Review Exercises
*arrow_forward* - Project
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Chapter 3 ## Exponential, Logistic, and Logarithmic Functions

- 1. Exponential and Logistic Functions
*arrow_forward* - 2. Exponential and Logistic Modeling
*arrow_forward* - 3. Logarithmic Functions and Their Graphs
*arrow_forward* - 4. Properties of Logarithmic Functions
*arrow_forward* - 5. Equation Solving and Modeling
*arrow_forward* - 6. Mathematics of Finance
*arrow_forward* - Review Exercises
*arrow_forward* - Project
*arrow_forward*

Chapter 4 ## Trigonometric Functions

- 1. Angles and Their Measures
*arrow_forward* - 2. Trigonometric Functions of Acute Angles
*arrow_forward* - 3. Trigonometry Extended: The Circular Functions
*arrow_forward* - 4. Graphs of Sine and Cosine: Sinusoids
*arrow_forward* - 5. Graphs of Tangent, Cotangent, Secant, and Cosecant
*arrow_forward* - 6. Graphs of Composite Trigonometric Functions
*arrow_forward* - 7. Inverse Trigonometric Functions
*arrow_forward* - 8. Solving Problems with Trigonometry
*arrow_forward* - Review Exercises
*arrow_forward* - Project
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Chapter 5 ## Analytic Trigonometry

- 1. Fundamental Identities
*arrow_forward* - 2. Proving Trigonometric Identities
*arrow_forward* - 3. Sum and Difference Identities
*arrow_forward* - 4. Multiple-Angle Identities
*arrow_forward* - 5. The Law of Sines
*arrow_forward* - 6. The Law of Cosines
*arrow_forward* - Review Exercises
*arrow_forward* - Project
*arrow_forward*

Chapter 6 ## Applications of Trigonometry

- 1. Vectors in the Plane
*arrow_forward* - 2. Dot Product of Vectors
*arrow_forward* - 3. Parametric Equations and Motion
*arrow_forward* - 4. Polar Coordinates
*arrow_forward* - 5. Graphs of Polar Equations
*arrow_forward* - 6. De Moivre's Theorem and nth Roots
*arrow_forward* - Review Exercises
*arrow_forward* - Project
*arrow_forward*

Chapter 7 ## Systems and Matrices

- 1. Solving Systems of Two Equations
*arrow_forward* - 2. Matrix Algebra
*arrow_forward* - 3. Multivariate Linear Systems and Row Operations
*arrow_forward* - 4. Partial Fractions
*arrow_forward* - 5. Systems of Inequalities in Two Variables
*arrow_forward* - Review Exercises
*arrow_forward* - Project
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Chapter 8 ## Analytic Geometry in Two and Three Dimensions

- 1. Conic Sections and Parabolas
*arrow_forward* - 2. Ellipses
*arrow_forward* - 3. Hyperbolas
*arrow_forward* - 4. Translation and Rotation of Axes
*arrow_forward* - 5. Polar Equations of Conics
*arrow_forward* - 6. Three-Dimensional Cartesian Coordinate System
*arrow_forward* - Review Exercises
*arrow_forward* - Project
*arrow_forward*

Chapter 9 ## Discrete Mathematics

- 1. Basic Combinatorics
*arrow_forward* - 2. The Binomial Theorem
*arrow_forward* - 3. Probability
*arrow_forward* - 4. Sequences
*arrow_forward* - 5. Series
*arrow_forward* - 6. Mathematical Induction
*arrow_forward* - 7. Statistics and Data(Graphical)
*arrow_forward* - 8. Statistics and Data(Algebraic)
*arrow_forward* - Review Exercises
*arrow_forward* - Project
*arrow_forward*

Chapter 10 ## An Introduction to Calculus: Limits, Derivatives, and Integrals

- 1. Limits and Motion: The Tangent Problem
*arrow_forward* - 2. Limits and Motion: The Area Problem
*arrow_forward* - 3. More on Limits
*arrow_forward* - 4. Numerical Derivatives and Integrals
*arrow_forward* - Review Exercises
*arrow_forward* - Project
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Chapter A ## Appendix A

- 1. Radicals and Rational Exponents
*arrow_forward* - 2. Polynomials and Factoring
*arrow_forward* - 3. Fractional Expressions
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Chapter C ## Appendix C

- 1. Logic: An Introduction
*arrow_forward* - 2. Conditionals and Biconditionals
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- Publisher:Pearson EducationAuthor:Demana, Waits, Foley, KennedyISBN:9780321356932ISBN10:0321356934Course:Precalculus