Table of Contents
 1 • Algebraic Methods

2 • Functions and Graphs
 Evaluating Numerical Expressions: Absolute Value
 Adding and Subtracting Integers with Absolute Value
 OneVariable Absolute Value Inequalities
 TwoVariable Absolute Value Inequalities
 Relations and Functions
 Step Functions
 Piecewise Functions
 Domain and Range of a Rational Function
 Composite Functions
 Graphs of Inverses of Functions
 Inverse of a Function
 Graphing Quadratic Functions
 Absolute Value Equations
 Absolute Value Functions

3 • Sequences and Series
 Calculations with Arithmetic Sequences
 Finding the Arithmetic Sequence
 Using Arithmetic Sequence Formulas
 Arithmetic Series
 Geometric Sequences
 Finding the nth Term of a Geometric Sequence
 Sum of a Finite Geometric Sequence
 Sum of an Infinite Geometric Sequence
 Infinite Geometric Series
 Sigma Notation
 4 • Binomial Expansion
 5 • Radians
 6 • Trigonometric Functions
 7 • Trigonometry and Modelling
 8 • Parametric Equations
 9 • Differentiation
 10 • Numerical Methods

11 • Integration
 Indefinite Integrals: Trigonometric Functions
 Integrals Resulting in Logarithmic Functions
 Trigonometric Integrals
 Integration by Substitution: Indefinite Integrals
 Integration by Parts
 Integration by Partial Fractions of Improper Fractions
 Integration by Partial Fractions with Linear Factors
 Integration by Partial Fractions with Quadratic Factors
 Area between Curves
 Separable Differential Equations
 Linear Homogeneous Differential Equations with Constant Coefficients
 12 • Vectors