The Nelson Principles of Mathematics 10 Textbook supports the Ontario Ministry of Education course: Principles of Mathematics, Grade 10, Academic,

Course Code: MPM2D

Contents:
Chapter 1: Systems of Linear Equations
  1.1 Representing Linear Relations
  1.2 Solving Linear Equations
  1.3 Graphically Solving Linear Systems
  1.4 Solving Linear Systems: Substitution
  1.5 Equivalent Linear Systems
  1.6 Solving Linear Systems: Elimination
  1.7 Exploring Linear Systems
Chapter 2: Analytic Geometry: Line Segments and Circles
  2.1 Midpoint of a Line Segment
  2.2 Length of a Line Segment
  2.3 Equation of a Circle
  2.4 Classifying Figures on a Coordinate Grid
  2.5 Verifying Properties of a Geometric Figures
  2.6 Exploring Properties of a Geometric Figures
  2.7 Using Coordinates to Solve Problems
Chapter 3: Graphs of Quadratic Relations
  3.1 Exploring Quadratic Relations
  3.2 Properties of Graphs of Quadratic Relations
  3.3 Factored Form of a Quadratic Relation
  3.4 Expanding Quadratic Expressions
  3.5 Quadratic Models Using Factored Form
  3.6 Exploring Quadratic and Exponential Graphs
Chapter 4: Factoring Algebraic Expressions
  4.1 Common Factors in Polynomials
  4.2 Exploring the Factorization of Trinomials
  4.3 Factoring Quadratics: x(to power 2) + bx + c
  4.4 Factoring Quadratics: ax(to power 2) + bx + c
  4.5 Factoring Quadratics: Special Cases
  4.6 Reasoning About Factoring Polynomials
Chapter 5: Applying Quadratic Models
  5.1 Stretching/Reflecting Quadratic Relations
  5.2 Exploring Translations of Quadratic Relations
  5.3 Graphing Quadratic in Vertex Form
  5.4 Quadratic Models Using Vertex Form
  5.5 Solving Problems Using Quadratic Relations
  5.6 Connecting Standard and Vertex Forms
Chapter 6: Quadratic Equations
  6.1 Solving Quadratic Equations
  6.2 Exploring the Creation of Perfect Squares
  6.3 Completing the Square
  6.4 The Quadratic Formula
  6.5 Interpreting Quadratic Equation Roots
  6.6 Solving Problems Using Quadratic Models
Chapter 7: Similar Triangles and Trigonometry
  7.1 Congruence and Similarity in Triangles
  7.2 Solving Similar Triangle Problems
  7.3 Exploring Similar Right Triangles
  7.4 The Primary Trigonometric Ratios
  7.5 Solving Right Triangles
  7.6 Solving Right Triangle Problems
Chapter 8: Acute Triangle Trigonometry
  8.1 Exploring the Sine Law
  8.2 Applying the Sine Law
  8.3 Exploring the Cosine Law
  8.4 Applying the Cosine Law
  8.5 Solving Acute Triangle Problems

Each chapter has Review, Self-Test, and Task (or Math Project).
Answers are at the end of book.

604 pages.

9780176332020