McGraw Hill Glencoe Precalculus with applications, 2005
Answers, hints and solutions to all chapter exercises
Chapter 1
Linear Relations and Functions
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- 1. Relations and Functions arrow_forward
- 2. Composition of Functions arrow_forward
- 3. Graphing Linear Equations arrow_forward
- 3b. Analyzing Families of Linear Graphs arrow_forward
- 4. Writing Linear Equations arrow_forward
- 5. Writing Equations of Parallel and Perpendicular Lines arrow_forward
- 6. Modeling Real-World Data with Linear Functions arrow_forward
- 7. Piecewise Functions arrow_forward
- 8. Graphing Linear Inequalities arrow_forward
- Study Guide and Assessment arrow_forward
- SAT and ACT Preparation arrow_forward
Chapter 2
System of Linear Equations and Inequalities
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- 1. Solving Systems of Equations in Two Variables arrow_forward
- 2. Solving Systems of Equations in Three Variables arrow_forward
- 3. Modeling Real-World Data with Matrices arrow_forward
- 4a. Transformation Matrices arrow_forward
- 4. Modeling Motion with Matrices arrow_forward
- 5. Determinants and Multiplicative Inverses of Matrices arrow_forward
- 5b. Argumented Matrices and Reduced Row-Echelon Form arrow_forward
- 6. Solving Systems of Linear Inequalities arrow_forward
- 7. Linear Programming arrow_forward
- Study Guide and Assessment arrow_forward
- SAT and ACT Preparation arrow_forward
Chapter 3
The Nature of Graphs
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- 1. Symmetry and Coordinate Graphs arrow_forward
- 2. Families of Graphs arrow_forward
- 3. Graphs of Nonlinear Inequalities arrow_forward
- 4. Inverse Functions and Relations arrow_forward
- 5. Continuity and End Behavior arrow_forward
- 5b. Gap Discontinuities arrow_forward
- 6. Critical Points and Extrema arrow_forward
- 7. Graphs of Rational Functions arrow_forward
- 8. Direct, Inverse, and Joint Variation arrow_forward
- Study Guide and Assessment arrow_forward
- SAT and ACT Preparation arrow_forward
Chapter 4
Polynomial and Rational Functions
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- 1. Polynomial Functions arrow_forward
- 2. Quadratic Equations arrow_forward
- 3. The Remainder and Factor Theorems arrow_forward
- 4. The Rational Root Theorem arrow_forward
- 5. Locating Zeros of a Polynomial Function arrow_forward
- 6. Rational Equations and Partial Fractions arrow_forward
- 7. Radical Equations and Inequalities arrow_forward
- 8. Modeling Real-World Data with Polynomial Functions arrow_forward
- 8b. Fitting a Polynomial Function to a set of Points arrow_forward
- Study Guide and Assessment arrow_forward
- SAT and ACT Preparation arrow_forward
Chapter 5
The Trigonometric Functions
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- 1. Angles and Degree Measure arrow_forward
- 2. Trigonometric Ratios in Right Triangles arrow_forward
- 3. Trigonometric Functions on the Unit Circle arrow_forward
- 4. Applying Trigonometric Functions arrow_forward
- 5. Solving Right Triangles arrow_forward
- 6. The Law of Sines arrow_forward
- 7. The Ambiguous Case for the Law of Sines arrow_forward
- 8. The Law of Cosines arrow_forward
- 8b. Solving Triangles arrow_forward
- Study Guide and Assessment arrow_forward
- SAT and ACT Preparation arrow_forward
Chapter 6
Graphs of Trigonometric Functions
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- 1. Angles and Radian Measure arrow_forward
- 2. Linear and Angular Velocity arrow_forward
- 3. Graphing Sine and Cosine Functions arrow_forward
- 4. Amplitude and Period of Sine and Cosine Functions arrow_forward
- 5. Translations of Sine and Cosine Functions arrow_forward
- 6. Modeling Real-World Data with Sinusoidal Functions arrow_forward
- 7. Graphing Other Trigonometric Functions arrow_forward
- 7b. Sound Beats arrow_forward
- 8. Trigonometric Inverses and Their Graphs arrow_forward
- Study Guide and Assessment arrow_forward
- SAT and ACT Preparation arrow_forward
Chapter 7
Trigonometric Identities and Equations
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- 1. Basic Trigonometric Identities arrow_forward
- 2. Verifying Trigonometric Identities arrow_forward
- 3. Sum and Difference Identities arrow_forward
- 3b. Reduction Identities arrow_forward
- 4. Double-Angle and Half-Angle Identities arrow_forward
- 5. Solving Trigonometric Equations arrow_forward
- 6. Normal Form of a Linear Equation arrow_forward
- 7. Distance From a Point to a Line arrow_forward
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- SAT and ACT Preparation arrow_forward
Chapter 8
Vectors and Parametric Equations
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- 1. Geometric Vectors arrow_forward
- 2. Algebraic Vectors arrow_forward
- 3. Vectors in Three-Dimensional Space arrow_forward
- 4. Perpendicular Vectors arrow_forward
- 4b. Finding Cross Products arrow_forward
- 5. Applications with Vectors arrow_forward
- 6. Vectors and Parametric Equations arrow_forward
- 6b. Modeling with Parametric Equations arrow_forward
- 7. Modeling Motion Using Parametric Equations arrow_forward
- 8. Transformation Matrices in Three-Dimensional Space arrow_forward
- Study Guide and Assesment arrow_forward
- SAT and ACT Preparation arrow_forward
Chapter 9
Polar Coordinates and Complex Numbers
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- 1. Polar Coordinates arrow_forward
- 2. Graphs of Polar Equations arrow_forward
- 3. Polar and Rectangular arrow_forward
- 4. Polar Form of Linear Equation arrow_forward
- 5. Simplifying Complex Numbers arrow_forward
- 6. The Complex Plane and Polar Form of Complex Numbers arrow_forward
- 6b. Geometry in the Complex Plane arrow_forward
- 7. Products and Quotuents of Complex Numbers in Polar Form arrow_forward
- 8. Powers and Roots of Complex Numbers arrow_forward
- Study Guide and Assessment arrow_forward
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Chapter 10
Conics
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- 1. Introduction to Analytic Geometry arrow_forward
- 2. Circles arrow_forward
- 3. Ellipses arrow_forward
- 4. Hyperbolas arrow_forward
- 5. Parabolas arrow_forward
- 6. Rectangular and Parametric Forms of Conic Sections arrow_forward
- 7. Transformations of Conics arrow_forward
- 8. Systems of Second-Degree Equations and Inequalities arrow_forward
- 8b. Shading Areas on a Graph arrow_forward
- Study Guide and Assessment arrow_forward
- SAT and ACT Preparation arrow_forward
Chapter 11
Exponential and Logarithmic Functions
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- 1. Real Exponents arrow_forward
- 2. Exponential Functions arrow_forward
- 3. The Number e arrow_forward
- 4. Logarithmic Functions arrow_forward
- 5. Common Logarithms arrow_forward
- 6. Natural Logarithms arrow_forward
- 6b. Natural Logarithms and Area arrow_forward
- 7. Modeling Real-World Data with Experimental and Logarithmic Functions arrow_forward
- Study Guide and Assessment arrow_forward
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Chapter 12
Sequences and Series
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- 1. Arithmetic Sequences and Series arrow_forward
- 2. Geometric Sequences and Series arrow_forward
- 3. Infinite Sequences and Series arrow_forward
- 3b. Continued Fractions arrow_forward
- 4. Convergent and Divergent Series arrow_forward
- 5. Sigma Notation and the n-th Term arrow_forward
- 6. The Binomial Theorem arrow_forward
- 7. Special Sequences and Series arrow_forward
- 8. Sequences and Iteration arrow_forward
- 9. Mathematical Induction arrow_forward
- Study Guide and Assessment arrow_forward
- SAT and ACT Preparation arrow_forward
Chapter 13
Combinatorics and Probability
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- 1. Permutations and Combinations arrow_forward
- 2. Permutations with Repetitions and Circular Permutations arrow_forward
- 3. Probablility and Odds arrow_forward
- 4. Probabilities of Compound Events arrow_forward
- 5. Conditional Probability arrow_forward
- 6. The Binomial Theorem and Probability arrow_forward
- Study Guide and Assessment arrow_forward
- SAT and ACT Preparation arrow_forward
Chapter 14
Statistics and Data Analysis
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- 1. The Frequency Distribution arrow_forward
- 2. Measures of Central Tendency arrow_forward
- 3. Measures of Variability arrow_forward
- 4. The Normal Distribution arrow_forward
- 4b. The Standard Normal Curve arrow_forward
- 5. Sample Sets of Data arrow_forward
- Study Guide and Assessment arrow_forward
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Chapter 15
Calculus
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- 1. Limits arrow_forward
- 2a. The Slope of a Curve arrow_forward
- 2. Derivatives and Antiderivatives arrow_forward
- 3. Area Under a Curve arrow_forward
- 4. The Fundamental Theorem of Calculus arrow_forward
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Chapter
Extra Practice
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Chapter
Chapter Tests
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