1-1   -  Real Numbers and Number Operations
    1-2   -  Algebraic Expressions and Models
    1-3  -  Solving Linear Equations
    1-4  -  Rewriting Equations and Formulas
    1-5  -  Problem Solving Using Algebraic Models
    1-6  -  Solving Linear Inequalities
    1-7  -  Solving Absolute Value Equations and Inequalities 

   7-1  -  nth Roots and Rational Exponents
   7-2  -  Properties or Rational Exponents
   7-3  -  Power Functions and Functions Operations 
   7-4  -  Inverse Functions 
   7-5  -  Graphing Squares Root and Cube Root Functions 
   7-6  -  Solving Rational Equations 
   7-7  -  Statistics and Statistical Graphs

   2-1  -  Functions and Their Graphs
   2-2  -  Slope and Rate of Change
   2-3  -  Quick Graphs of Linear Equations
   2-4  -  Writing Equations of Lines
   2-5  -  Correlation and Best-Fitting Lines
   2-6  -  Linear Inequalities in Two Variables
   2-7  -  Piecewise Functions
   2-8  -  Absolute Value Functions

   8-1  -  Exponential Growth
   8-2  -  Exponential Decay
   8-3  -  The Number E
   8-4  -  Logarithmic Functions  
   8-5  -  Properties of Logarithmic 
   8-6  -  Solving Exponential and Logarithmic Functions 
   8-7  -  Modeling with Exponential and Power Functions
   8-8  -  Logistic Growth Functions 

   3-1  -  Solving Lineat Systems by Graphing
   3-2  -  Solving Linear Systems Algebraically
   3-3  -  Graphing and Solving Systems of Linear Inqualities
   3-4  -  Linear Programming
   3-5  -  Graphing Linear Equations in Three Variables
   3-6  -  Solving Systems of Linear Equations in Three Variables

   9-1  -  Inverse and Joint Variations 
   9-2  -  Graphing Simple Rational Functions
   9-3  -  Graphing General Rational Functions
   9-4  -  Multiplying and Dividing Rational Expressions
   9-5  -  Addition, Subtraction, and Complex Functions
   9-6  -  Solving Rational Equations 
  

   4-1  -  Matrix Operations
   4-2  -  Multiplying Matrices
   4-3  -  Determinants and Cramer's Rule
   4-4  -  Identity and Inverse Matrices
   4-5  -  Solving Systems Using Inverse Matrices 

   10-1  -  The Distance and Midpoint Formulas
   10-2  -  Parabolas
   10-3  -  Circles
   10-4  -  Ellipses 
   10-5  -  Hyperbolas
   10-6  -  Graphing and Classifying Conics 
   10-7  -  Solving Quadratic Systems

   11-1  -  An Introduction to Sequences and Series
   11-2  -  Arithmetic Sequences and Series
   11-3  -  Geometric Sequences and Series 
   11-4  -  Infinite Geometric Series
   11-5  - Recursive Rules for Sequences 

   12-1  -  The Fundamental Counting Principle and Permutations
   12-2  -  Combinations and the Binominal Theorem 
   12-3  -  An Introduction to Probability
   12-4  -  Probability of Compound Events
   12-5  -  Probability of Independent and Dependent Events
   12-6  -  Binomial Distributions
   12-7  -  Normal Distributions