MHR Principles of Mathematics 9 Exercise and Homework Book

Paperback | August 1, 2006

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  • Non-consumable exercise and homework book
  • 100+ questions including additional exercises for students who need more challenging questions
  • Chapters correspond with the student text to support ease-of-use

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From the Publisher

Non-consumable exercise and homework book100+ questions including additional exercises for students who need more challenging questionsChapters correspond with the student text to support ease-of-use

Format:PaperbackDimensions:10.8 × 8.4 × 0.5 inPublished:August 1, 2006Publisher:McGraw-Hill EducationLanguage:English

The following ISBNs are associated with this title:

ISBN - 10:0070973466

ISBN - 13:9780070973466

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Extra Content

Table of Contents

Chapter 1 Mathematical Processes
1.1 Focus on Problem Solving
1.2 Focus on Communicating
1.3 Focus on Connecting
1.4 Focus on Representing
1.5 Focus on Selecting Tools and Computational Strategies
1.6 Focus on Reasoning and Proving
1.7 Focus on Reflecting
Chapter 1 Review
 
Chapter 2 Relations
2.1 Hypotheses and Sources of Data
2.2 Sampling Principles
2.3 Use Scatter Plots to Analyse Data
2.4 Trends, Interpolation, and Extrapolation
2.5 Linear and Non-Linear Relations
2.6 Distance-Time Graphs
Chapter 2 Review
 
Chapter 3 Polynomials
3.1 Build Algebraic Models Using Concrete Materials
3.2 Work With Exponents
3.3 Discover the Exponent Laws
3.4 Communicate With Algebra
3.5 Collect Like Terms
3.6 Add and Subtract Polynomials
3.7 The Distributive Property
Chapter 3 Review
 
Chapter 4 Equations
4.1 Solve Simple Equations
4.2 Solve Multi-Step Equations
4.3 Solve Equation
4.4 Modelling With Formulas
4.5 Modelling Wit Algebra
Chapter 4 Review
 
Chapter 5 Modelling With Graphs
5.1 Direct Variation
5.2 Partial Variation
5.3 Slope
5.4 Slope as a Rate of Change
5.5 First Difference
5.6 Connecting Variation, Slope, and First Differences
Chapter 5 Review
 
Chapter 6 Analyse Linear Relations
6.1 The Equation of a Line in Slope y-Intercept Form: y = mx + b
6.2 The Equation of a Line in Standard Form: Ax + By + C = 0
6.3 Graph a Line Using Intercepts
6.4 Parallel and Perpendicular Lines
6.5 Find an Equation for a Line Given the Slope and a Point
6.6 Find an Equation for a Line Given Two Points
6.7 Linear Systems
Chapter 6 Review
 
Chapter 7 Geometric Relationships
7.1 Angle Relationships in Triangles
7.2 Angle Relationships in Quadrilaterals
7.3 Angle Relationships in Polygons
7.4 Midpoints and Medians in Triangles
7.5 Midpoints and Diagonals in Quadrilaterals
Chapter 7 Review
 
Chapter 8 Measurement Relationships
8.1 Apply the Pythagorean Theorem
8.2 Perimeter and Area of Composite Figures
8.3 Surface Area and Volume of Prisms and Pyramids
8.4 Surface Area of a Cone
8.5 Volume of a Cone
8.6 Surface Area of a Sphere
8.7 Volume of a Sphere
Chapter 8 Review
 
Chapter 9 Optimizing Measurements
9.1 Investigate Measurement Concepts
9.2 Perimeter and Area Relationships of a Rectangle
9.3 Minimize the Surface Area of a Square-Based Prism
9.4 Maximize the Volume of a Square-Based Prism
9.5 Maximize the Volume of a Cylinder
9.6 Minimize the Surface Area of a Cylinder
Chapter 9 Review
Challenge Questions
 
Answers