11 Functions and Applications Nelson
ISBN:
0176332044 / 9780176332044
Chapter 1 Introduction to the Quadratic Function
1.1 The Characteristics of a Functions
25
1.2 Comparing Rates of Change in Linear and Quadratic Functions
16
1.3 Working with Function Notation
26
1.4 Exploring Transformations of Quadratic Functions
1
1.5 Graphing Quadratic Functions by Quadratic Functions
1.6 Using Multiple Transformations to Graph Quadratic Functions
1.7 The Domain and Range of a Quadratic
Chapter Review on Functions
13
Chapter 2 The Alegbra of quadratic Expressions
Chapter 3 Working with Quadratic Functions: Standard and Factored Forms
3.1 Tutorials for Exploring a Situation Using a Quadratic Function
3.2 Tutorials for Relating the Standard and Factoring Forms
3.3 Tutorials for Solving Quadratic Equations by Graphing
6
3.4 Tutorials for Solving Quadratic Equations by Factoring
3.5 Tutorials for Solving Problems Involving Quadratic Functions
3.6 Tutorials for 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
40
4.2 Relating the Standard and Vertex Forms: Completing the Square
40
4.3 Solving Quadratic Equations Using the Quadratic Formula
35
4.4 Investigating the Nature of the Roots
34
4.5 Using Quadratic Function Models to Solve Problems
23
4.6 Using the Vertex Form to Create Quadratic Function Models from Data
15
Chapter Review
31
Chapter 5 Trigonometry and Acute Triangles
5.1 Applying the Primary Trigonometric Ratios
23
5.2 Solving Problems by Using Right-Triangle Models
22
5.3 Investigating and Applying the Sine Law in Acute Triangles
39
Mid Chapter Review
17
5.4 Investigating and Applying the Cosine Law in Acute Triangles
13
5.5 Solving Problems by Using Acute-Triangle Models
6
Chapter Review
19
Chapter Test
7
Chapter 6 Sinusoidal Functions
6.1 Exploring Periodic Motion
1
6.2 Periodic Behaviour
6.3 Investigating the Sine Function
6.4 Comparing Sinusoidal Functions
6.5 Transformations of the Sine Function: f(x) =sin(x-c) and f(x) =sin(x) + d
6.6 Tutorials for More Transformations of sin x: f(x) = a sin(x)
15
Chapter Review
19
Chapter Test
9
Chapter 7 Exponential Functions
7.1 Collecting Exponential Data
7.2 The Laws of Exponents
57
7.3 Working with Integer Exponents
Mid Chapter Review
41
7.4 Tutorials for Working with Rational Exponents
7.5 Tutorials for Exploring the Properties of Exponential Functions
7.6 Tutorials for Solving Problems Involving Exponential Growth
7.7 Tutorials for Problems Involving Exponential Decay
Chapter Review
Chapter 8 Solving Financial Problems Involving Exponential Functions
8.1 Tutorials for Investigating Interest and Rates of Change
8.2 Tutorials for Compound Interest: Determining Future Value
8.3 Tutorials for Compound Interest: Determining Present Value
8.4 Tutorials for Compound Interest: solving Financial Problems
8.5 Tutorials for Regular Annuities: Determining Future Value
8.6 Tutorials for Regular Annuities: Determining Present Value
8.7 Tutorials for Savings Plans and Loans: Creating Amortization Tables
Chapter 7 and 8 Review
15