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Includes videos and over 300 pages of quizzes/worksheets (answer keys provided!)

(1) Introduction to the Course

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(2) Unit 1: Matrices

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(3) Unit 2: Transformations of Matrices

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(4) BONUS UNIT: Determinants and Inverse Matrices

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(5) Unit 3: Absolute Value and Inequalities

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(6) Unit 4: Introduction to Functions

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(7) Unit 5: Linear Functions

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(8) Unit 6: Systems of Equations and Inequalities

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(9) Unit 7: Polynomials

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(10) Unit 8: Dividing and Factoring Polynomials

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(11) Unit 9: Radical Expressions

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(12) Unit 10: Quadratic Functions

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(13) Unit 11: Special Functions

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(14) Unit 12: Logarithms

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(15) Unit 13: Polynomial Functions

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(16) Unit 14: Trigonometric Functions

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(17) Unit 15: The Unit Circle and Angle Measures

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

(18) Answer Keys

  • Introduction
  • Lesson 1: Introduction to Matrices
  • Lesson 2: Scalar Multiplication of Matrices
  • Lesson 3: Real-World Matrices
  • Lesson 4: Solving Matrix Equations
  • Lesson 5: Multiplying Matrices
  • Lesson 1: Translation Matrices
  • Lesson 2: Dilation Matrices
  • Lesson 3: Reflection Matrices
  • Lesson 4: Rotation Matrices
  • Lesson 1: 2nd Order Determinants
  • Lesson 2: 3rd Order Determinants
  • Lesson 3: Area of Triangles
  • Lesson 4: Identity and Inverse Matrices
  • Lesson 5: Cryptography
  • Lesson 1: Solving Absolute Value Equations
  • Lesson 2: Solving Inequalities
  • Lesson 3: Compound Inequalities
  • Lesson 4: Absolute Value Inequalities
  • Lesson 5: Overlapping Domains
  • Lesson 1: Functions and Mapping
  • Lesson 2: Function Notation
  • Lesson 3: Operations on Functions
  • Lesson 4: Composition of Functions
  • Lesson 5: Inverse Functions and Relations
  • Lesson 1: Slope
  • Lesson 2: Graphing Lines
  • Lesson 3: Zero and Undefined Slopes
  • Lesson 4: X and Y Intercepts
  • Lesson 5: Writing Linear Equations
  • Lesson 1: Graphing Systems of Equations
  • Lesson 2: Graphing Linear Inequalities
  • Lesson 3: Graphing Systems of Inequalities
  • Lesson 4: The Substitution Method
  • Lesson 5: The Elimination Method
  • Lesson 6: Matrix Systems of Equations
  • Lesson 1: Monomials
  • Lesson 2: Properties of Monomials
  • Lesson 3: Simplifying Monomials
  • Lesson 4: Polynomials
  • Lesson 5: FOIL-ing Binomials
  • Lesson 1: Dividing Polynomials
  • Lesson 2: Factoring the GCF
  • Lesson 3: Factoring Binomials
  • Lesson 4: Factoring Trinomials
  • Lesson 1: Roots of Rational Numbers
  • Lesson 2: Prime Factorization
  • Lesson 3: Properties of Radicals
  • Lesson 4: Rationalizing Denominators
  • Lesson 5: Complex Numbers
  • Lesson 1: The Quadratic Parent Function
  • Lesson 2: Horizontal Transformations
  • Lesson 3: Negative Quadratic Functions
  • Lesson 4: Finding X-intercepts by Factoring
  • Lesson 5: The Quadratic Formula
  • Lesson 1: Absolute Value Functions
  • Lesson 2: Square Root Functions
  • Lesson 3: Exponential Growth Functions
  • Lesson 4: Cubic Functions
  • Lesson 1: Logarithmic Scales
  • Lesson 2: Logarithms
  • Lesson 3: Change of Base Formula
  • Lesson 4: Properties of Logarithms
  • Lesson 1: Polynomial Functions
  • Lesson 2: End Behavior
  • Lesson 3: Graphing Polynomial Functions
  • Lesson 4: Descartes' Rule of Signs
  • Lesson 1: Introduction to Trigonometry
  • Lesson 2: Special Right Triangles in Trigonometry
  • Lesson 3: The Other 3 Trig. Functions
  • Lesson 4: Solving Trig. Problems
  • Lesson 5: Angles of Depression and Elevation
  • Lesson 1: Angle Measures
  • Lesson 2: The Unit Circle and Radian Measure
  • Lesson 3: Key Angles on the Unit Circle
  • Lesson 4: Using the Unit Circle
  • Lesson 5: Quadrants III and IV Reference Angles
  • Answer Keys

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