A Review of Algebra Fundamentals | |

Mathematical Models | |

Real Numbers and Mathematical Equations | |

Solving Linear Equations | |

Formulas | |

Ratio and Proportion | |

Percents | |

Word Problem Strategies | |

Graphing | |

Rectangular Coordinate System | |

Graphing Linear Equations | |

Slope | |

Writing Equations of Lines | |

Applications and Uses of Graphs | |

Functions | |

Functions | |

Using Function Notation | |

Linear Functions as Models | |

Direct and Inverse Variation | |

Quadratic Functions and Power Functions as Models | |

Exponential Functions as Models | |

Mathematical Models in Consumer Math | |

Mathematical Models in the Business World | |

Mathematical Models in Banking | |

Mathematical Models in Consumer Credit | |

Mathematical Models in Purchasing an Automobile | |

Mathematical Models in Purchasing a Home | |

Mathematical Models in Insurance Options and Rates | |

Mathematical Models in Stocks, Mutual Funds, and Bonds | |

Mathematical Models in Personal Income | |

Additional Applications of Algebraic Modeling | |

Models and Patterns in Plane Geometry | |

Models and Patterns in Right Triangles | |

Models and Patterns in Art and Architecture: Perspective and Symmetry | |

Models and Patterns in Art, Architecture, and Nature: Scale and Proportion | |

Models and Patterns in Music | |

Modeling with Systems of Equations | |

Solving Systems by Graphing | |

Solving Systems Algebraically Applications of Linear Systems | |

Systems of Nonlinear Functions | |

Modeling with Statistics | |

Sets and Set Theory | |

What is Probability | |

Theoretical Probability and Odds | |

Tree Diagrams | |

Or and And Problems | |

The Counting Principle, Permutations and Combinations | |

Modeling with Statistics | |

Introduction to Statistics | |

Descriptive Statistics | |

Organizing and Displaying Data | |

Variation | |

Normal Curve | |

Scatter Diagrams and Linear Regression | |

Appendices | |

Commonly Used Calculator Keys | |

Calculator Practice Formulas Used in This Text | |

Levels of Data in Statistics | |

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