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• 1.1 Solving and Graphing Radical Functions
• 1.2 Solving and Graphing Absolute Value Functions
• 1.3 Solving Systems with Two or More Absolute Value Functions
• 1.4 Simplifying Rational Expressions and Finding NPV's
• 1.5 Solving Rational Functions
• 1.6 Applications of Rational Functions
• 1.5R Chapter 1 Review on Solving Rational Functions
• 1.6R Chapter 1 Review on Applications of Rational Functions
• 1.1
• 1.1R
• 1.2
• 1.3
• 1.4
• 1.5
• 1.6
• 1.5R
• 1.6R
REVIEW of Basic Functions
In this chapter, students will learn:
• Translate a function horizontally and vertically
• Reflection a function over both axis
• Expand and compress a function horizontally and vertically
• Graph the inverse of a function
• Click for Homework
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Math 12 Honours Ch 2
• 2.1 Graphing Basic Functions with Transformations
• 2.2 Horizontal and Vertical Translations
• 2.3 Transformations with Reflections
• 2.4 Transformations with Expansions and Compressions
• 2.5 Combining Transformations
• 2.6 Inverse, Reciprocal, and ABS Transformations
• Ch2 Review on Transformations
• Chapter 2 Review
• 2.1
• 2.2
• 2.3
• 2.4
• 2.5
• 2.6
• Ch2R
Transformations and Functions
Tool Kit
In this chapter, students will learn:
• Apply transformations to Trigonometric functions
• Solve advanced trigonometric equations using identities and transformations
• Explore basic applications of trigonometric equations
• Click for Homework
Math 12 Honours Ch 3
• Section 3.1:Graphing Polynomial Functions
• Section 3.2: Factoring Polynomial Functions
• Section 3.3: Solving Problems and Equations with Polynomial Functions
• Section 3.4: Vieta's Formula
• Section 3.5: Solving Problems and Equations with Polynomial Functions
• Chapter 3 Review
• Chapter 3 Review 2
• 3.1
• 3.2
• 3.3
• 3.4
• 3.5
• 3R1
• 3R2
Polynomials and Rational Functions
In this chapter, students will learn:
• Apply transformations to Trigonometric functions
• Solve advanced trigonometric equations using identities and transformations
• Explore basic applications of trigonometric equations
• Click for Homework
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• Section 4a: Review on Graphing Y=sinx and Y=Cosx and Y=Tanx
• Section 4.1: Graphing Y=sinx and Y=Cosx with phase shifts, VC and VE
• Section 4.2: Changing the Units of the PEriod and Graphing Trig Functions with HC
• Section 4.3: Solving Trigonometric Functions Algebraically
• Section 4.4: Applications of Trigonometry
• Section 4.5: Graphing Secant, Cosecant, and Cotangent Functions with Transformations
• Section 4.6a: Introduction to Trigonometric Identities
• Section 4.6: Advanced Trig. Identities
• Section 4.7: Solving Advanced Trig Equations Using Identities
• Ch4 Review on Trigonometry
• 4a
• 4.1
• 4.2
• 4.3
• 4.4
• 4.5
• 4.6A
• 4.6
• 4.7
• Ch4R
Transformations with Trigonomery
In this chapter, students will learn:
• to solve basic equations involving exponents and logarithms
• to graph logarithmic and exponential functions with transformations
• basic applications of logarithm and exponents
• Solve advanced equations with Logarithm identities
• Click for Homework
• Section 5.1 Graphing Exponential Functions
• Section 5.2 What are Logarithms and Basic Log Rules
• Section 5.3 Simplifying and Solving Logarithmic Equations and Identities
• Sectiion 5.4 Graphing Exponential and Logarithmic Equations with Transformations
• Section 5.5 Applications of Exponential and Logarithmic Functions
• Section 5.6 Natural Logarithms
• Section 5.7 Solving Systems with Logarithms
• Chapter 5 Review on Logarithms
• AMC 12 Questions on Logarithms
• 5.1
• 5.2
• 5.3
• 5.4
• 5.5
• 5.6
• 5.7
• Ch5R
• AMC
Exponents and Logarithms
In this chapter, students will learn:
• to prove basic geometry concents with coordinate geometry
• to graph Circles, Ellipses, and Hyperbolas with transformations
• to calculate the shortest distance from any point to a line
• Click for Homework
• Section 6.1 Imaginary and Complex numbers
• Section 6.2 Basics Operations with Complex Numbers
• Section 6.3 DeMoivre's theorem and Roots of Complex Numbers
• Section 6.4 Polynomials with Complex Roots
• Chapter 6 Review
• 6.1
• 6.2
• 6.3
• 6.4
Imaginary and Complex Numbers
In this chapter, students will learn:
• Basic properties of Matrices
• Applications of Matrices in Linear Algebra
• Click for Homework
• Section 7.1: Introduction to Conics, Circles, and Ellipses
• Section 7.2: Problems Involving Circles and Lines
• Section 7.3: Hyperbolas
• Section 7.4: Shortest Distance Formula
• Proof for Shortest Distance Formula
• Supplement: Circles, Ellipses, and Conics
• Applet for Graphing Circles and Ellipse
• Applet for Circle and Lines
• Applet for Graphing Hyperbolas
• Applet for Graphing Hyperbolas with Foci
• Applet for Graphing Ellipses with Foci
• Section 7.1: What are Limits
• 7.1
• 7.2
• 7.3
• 7.4
• Prf
Conics, Circles, Ellipses, and Hyperbolas
In this chapter, students will learn:
• how to calculate the limit of a function
• Applications of Limits
• Click for Homework
• Section 8.1: Functions & Transformations
• Section 8.2: Logarithms & Exponentials
• Section 8.3: Trigonometric Functions
• Section 8.4: Graphing Trigonometric Functions
• ppt
• ppt
Statistics
• Section 8.5: Trigonometric Identities
• Section 8.6: Counting Principles
• Section 8.7: Probability
• Section 8.8: Statistics
• Section 8.9: Circles, Ellipses, and Conics
• Section 9.1: Functions & Transformations
• Section 9.2: Logarithms & Exponentials
• Section 9.3: Trigonometric Functions
• Section 9.4: Graphing Trigonometric Functions
• ppt
• ppt
Linear Algebra and Matrices
• Section 9.5: Trigonometric Identities
• Section 9.6: Counting Principles
• Section 9.7: Probability
• Section 9.8: Statistics
• Section 9.9: Circles, Ellipses, and Conics
