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College Algebra : A Make it Real Approach

College Algebra : A Make it Real Approach

ISBN 9780618945320
Edition 1
Publication Date
Publisher Cengage
Author(s)
Overview
1. MATHEMATICAL MODELING, FUNCTIONS, AND CHANGE. Mathematical Modeling. Functions and Function Notation. Functions Represented by Tables and Formulas. Functions Represented by Graphs. Functions Represented by Words. Preview to Inverse Functions. Chapter 1 Review. 2. LINEAR FUNCTIONS. Functions with Constant Rates of Change. Modeling with Linear Functions. Linear Regression. Systems of Linear Equations. Systems of Linear Inequalities. Chapter 2 Review. 3. TRANSFORMATIONS AND FUNCTIONS. Horizontal and Vertical Shifts. Horizontal and Vertical Reflections. Vertical Stretches and Reflections. Horizontal Stretches and Compressions. Chapter 3 Review. 4. QUADRATIC FUNCTIONS. Variable Rates of Change. Modeling with Quadratic Functions. Quadratic Functions, Graphs, and Forms. Chapter 4 Review. 5. POLYNOMIAL, POWER, AND RATIONAL FUNCTIONS. Higher-Order Polynomial Function Modeling. Power Functions. Rational Functions. Chapter 5 Review. 6. EXPONENTIAL AND LOGARITHMIC FUNCTIONS. Percentage Change. Exponential Function Modeling and Graphs. Compound Interest and Continuous Growth. Solving Logarithmic and Exponential Equations. Logarithmic Function Modeling. Chapter 6 Review. 7. MODELING WITH OTHER TYPES OF FUNCTIONS. Combinations of Functions. Piecewise Functions. Composition of Functions. Logistic Functions. Choosing a Mathematical Model. Chapter 7 Review. 8. MATRICES. Using Matrices to Solve Linear Systems. Matrix Operations and Applications. Using Inverse Matrices to Solve Matrix Equations. Chapter 8 Review.
Overview
1. MATHEMATICAL MODELING, FUNCTIONS, AND CHANGE. Mathematical Modeling. Functions and Function Notation. Functions Represented by Tables and Formulas. Functions Represented by Graphs. Functions Represented by Words. Preview to Inverse Functions. Chapter 1 Review. 2. LINEAR FUNCTIONS. Functions with Constant Rates of Change. Modeling with Linear Functions. Linear Regression. Systems of Linear Equations. Systems of Linear Inequalities. Chapter 2 Review. 3. TRANSFORMATIONS AND FUNCTIONS. Horizontal and Vertical Shifts. Horizontal and Vertical Reflections. Vertical Stretches and Reflections. Horizontal Stretches and Compressions. Chapter 3 Review. 4. QUADRATIC FUNCTIONS. Variable Rates of Change. Modeling with Quadratic Functions. Quadratic Functions, Graphs, and Forms. Chapter 4 Review. 5. POLYNOMIAL, POWER, AND RATIONAL FUNCTIONS. Higher-Order Polynomial Function Modeling. Power Functions. Rational Functions. Chapter 5 Review. 6. EXPONENTIAL AND LOGARITHMIC FUNCTIONS. Percentage Change. Exponential Function Modeling and Graphs. Compound Interest and Continuous Growth. Solving Logarithmic and Exponential Equations. Logarithmic Function Modeling. Chapter 6 Review. 7. MODELING WITH OTHER TYPES OF FUNCTIONS. Combinations of Functions. Piecewise Functions. Composition of Functions. Logistic Functions. Choosing a Mathematical Model. Chapter 7 Review. 8. MATRICES. Using Matrices to Solve Linear Systems. Matrix Operations and Applications. Using Inverse Matrices to Solve Matrix Equations. Chapter 8 Review.

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