Math – Algebra 2

Lesson 1-1 – Exploring Transformations

Lesson 1-2 – Introduction to Parent Functions

Lesson 1-3 – Transforming Linear Functions

Lesson 1-4 – Curve Fitting with Linear Models

Lesson 2-1 – Using Transformations to Graph Quadratic Functions                  .

Lesson 2-5 – Complex Numbers and Roots

Lesson 2-9 – Operations with Complex Numbers

Lesson 2-2 – Properties of Quadratic Functions in Standard Form                                      .

Lesson 2-6 – The Quadratic Formula

Lesson 2-3 – Solving Quadratic Equations by Graphing and Factoring                  .

Lesson 2-7 – Solving Quadratic Inequalities

Lesson 2-4 – Completing the Square                                                                                            .

Lesson 2-8 – Curve Fitting with Quadratic Models

Lesson 3-1 – Polynomials                           .

Lesson 3-5 – Finding Real Roots of Polynomial Equations

Lesson 3-9 – Curve Fitting with Polynomial Models

Lesson 3-1 – Multiplying Polynomials

Lesson 3-6 – Fundamental Theorem of Algebra

Lesson 3-3 – Dividing Polynomials                           .

Lesson 3-7 – Investigating Graphs of Polynomial Functions

Lesson 3-4 – Factoring Polynomials                           .

Lesson 3-8 – Transforming Polynomial Functions

Lesson 4-1 – Exploring Functions, Growth and Decay

Lesson 4-5 – Exponential and Logarithmic Equations and Inequalities

Lesson 4-2 – Inverse Relations and Functions

Lesson 4-6 – The Natural Base, e

Lesson 4-3 – Logarithmic Functions

Lesson 4-7 – Transforming Exponential and Logarithmic Functions

Lesson 4-4 – Properties of Logarithms

Lesson 4-8 – Curve Fitting with Exponential and Logarithmic Models

Lesson 5-1 – Variation Functions

Lesson 5-5 – Solving Rational Equations and Inequalities

Lesson 5-2 – Multiplying and Dividing Rational Expressions

Lesson 5-6 – Radical Expressions and Rational Exponents

Lesson 5-3 – Adding and Subtracting Rational Expressions

Lesson 5-7 – Radical Functions

Lesson 5-4 – Rational Functions

Lesson 5-8 – Solving Radical Equations and Inequalities

Lesson 6-1 – Multiple Representations of Functions

Lesson 6-5 – Operations with Functions

Lesson 6-2 – Comparing Functions

Lesson 6-6 – Functions and their Inverses

Lesson 6-3 – Piecewise Functions

Lesson 6-7 – Modeling Real-World Data

Lesson 6-4 – Transforming Functions

Lesson 7-1 – Permutations and Combinations

Lesson 7-5 – Compound Events

Lesson 7-2 – Theoretical And Experimental Probability

Lesson 7-3 – Independent and Dependent Events

Lesson 7-4 – Two-Way Tables

Lesson 8-1 – Measures of Central Tendency and Variation

Lesson 8-5 – Sampling Distributions

Lesson 8-2 – Data Gathering

Lesson 8-6 – Binomial Distributions

Lesson 8-3 – Surveys, Experiments, and Observational Studies

Lesson 8-7 – Fitting to a Normal Distribution

Lesson 8-4 – Significance of Experimental Results

Lesson 8-8 – Analyzing Decisions

Lesson 9-1 – Introduction to Sequences

Lesson 9-5 – Mathematical Induction and Infinite Geometric Series

Lesson 9-2 – Series and Summation Notation

Lesson 9-3 – Arithmetic Sequences and Series

Lesson 9-4 – Geometric Sequences and Series

Lesson 10-1 – Right Angle Trigonometry

Lesson 10-5 – Law of Sines

Lesson 10-2 – Angles of Rotations

Lesson 10-6 – Law of Cosines

Lesson 10-3 – The Unit Circle

Lesson 10-4 – Inverses of Trigonometric functions

Lesson 11-1 – Graphs of Sine and Cosine

Lesson 11-5 – Double Angle and Half Angle Identities

Lesson 11-2 – Graphs of other Trigonometric functions

Lesson 11-6 – Solving Trigonometric Equations

Lesson 11-3 – Fundamental Trigonometric Identities

Lesson 11-4 – Sum and Difference Identities

Lesson 12-1 – Introduction to Conic Sections

Lesson 12-5 – Parabolas

Lesson 12-2 – Circles

Lesson 12-6 – Identifying Conic Sections

Lesson 12-3 – Ellipses

Lesson 12-7 – Solving Non-Linear Systems

Lesson 12-4 – Hyperbolas