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The  Nelson Functions and Applications, Grade 11 - Student Textbook supports the Ontario Ministry of Education
Course : Functions and Applications, Grade 11, University/College Prepration, Course Code: MCF3M

Author Team: Andrew Dmytriw, Beverly Farahani, Angelo Lillo, Kay Minter, David Pilmer, Noel Walker

Chapter 1: Introduction to the Quadratic Functions
1.1 The Characterisitics of a Function
1.2 Comparing Rates of change in Linear and Quadratic Functions
1.3 Working with Function Notation
1.4 Exploring Transformaton of Quadratic Functions
1.5 Graphing Quadratic Functions by Using Transformations
1.6 Using Multiple Transformations to Graph Quadratic Functions
1.7 The Domain and Range of a Quadratic Function

Chapter 2: The Algebra of Quadratic Expressions
2.2 Factoring Polynomials: Common Factoring
2.3 Factoring Quadratic Expressions: X2 + bx +c
2.4 Factoring Quadratic Expressions: ax2 + bx + c
2.5 Factoring Quadratic Expressions: Special Cases

Chapter 3: Working with Quadratic Functions: Standard and Factored Forms
3.1 Exploring a Situation Using a Quadratic Function
3.2 Relating the Standard and Factored Forms
3.3 Solving Quadratic Equations by Graphing
3.4 Solving Quadratic Equations by Factoring
3.5 Solving Problems Involving Quadratic Functions
3.6 Creating a Quadratic Model from Data

Chapter 4: Working with Quadratic Models: Standard and Vertex Forms
4.1 The Vertex Form of a Quadratic Function
4.2 Relating the Standard and Vertex Forms: Completing the Square
4.4 Investigating the Nature of the Roots
4.5 Using Quadratic Function Models to Solve Problems
4.6 Using the Vertex Form to Create Quadratic Function Models from Data

Chapter 5: Trigonometry and Acute Triangles
5.1 Applying the Primary Trigonometric Ratios
5.2 Solving Problems by Using Right-Triangle Models
5.3 Investigating and Applying the Sine Law in Acute Triangles
5.4 Investigating and Applying the Cosine Law in Acute Triangles
5.5 Solving Problems by Using Acute-Triangle Models

Chapter 6: Sinusoidal Functions
6.1 Exploring Periodic Motion
6.2 Periodic Behaviour
6.3 Investigating the Sine Function
6.4 Comparing Sinusoida Functions
6.5 Transformations of the Sine Functions: f(x) = sin(x - c) and f(x) = sin x + d
6.6 More Transformation of sin x: f(x) = a sin x

Chapter 7: Exponential Functions
7.1 Collecting Exponential Data
7.2 The Laws of Exponents
7.3 Working with Integer Exponents
7.4 Working with Rational Exponents
7.5 Exploring the Properties of Exponential Functions
7.6 Solving Problems Involving Exponential Growth
7.7 Problems Involving Exponential Decay

Chapter 8: Solving Financial Problems Involving Exponential Functions
8.1 Investigating Interest and Rates of Change
8.2 Compound Interest: Determining Future Value
8.3 Compound Interest: Determining Present Value
8.4 Compound Interest: Solving Financial Problems
8.5 Regular Annuities: Determining Future Value
8.6 Regular Annuities: Determining Present Value
8.7 Savings Plans and Loans: Creating Amortization Tables

Each chapter has Review, Self-Test, and Task (or Math Project).
Answers are at the end of book.
Hardcover, 656 pages, book size: 21 cm x 26 cm x 3 cm