Course code and name: MPM2D Principles of Mathematics (Academic)
Teacher: Mr. Schroder/ Mr. Kotecha/ Mr. Stevents
Date and Time of Examination: TBD
Value on June report card:
30%
Timing of Written Evaluation: TBD
Materials Students are permitted to bring into the exam room:
You must bring your own:
- pencil
- eraser
- ruler
- Scientific calculator or TI83 or 84
(programs may be reset/deleted prior/during exam by
a teacher)
Format of Exam:
- Multiple-choice questions
- Short answer and long answer, full algebraic solutions
will be required
Recommended study resources:
Make sure your notebook is complete.
Review your tests, quizzes and assignments.
From your textbook:
Cumulative Review Chapters 1 - 3
Cumulative Review Chapters 4 - 6
Cumulative Review Chapters 7 - 8
Chapter 1 Review
Review Test
Chapter 2 Review
Review Test
Chapter 3 Review
Review Test
pg. 156
pg. 320
pg. 434
pg. 48
pg. 50
pg. 100
pg. 104
pg. 152
pg. 154
Chapter 4 Review
Review Test
Chapter 5 Review
Review Test
Chapter 6 Review
Review Test
Chapter 7 Review
Review Test
Chapter 8 Review
Review Test
pg. 202
pg. 204
pg. 256
pg. 258
pg. 316
pg. 318
pg. 386
pg. 390
pg. 430
pg. 432
Checklist of skills:
Chapter 1
- converting English to mathematics
- solve equations by substitution
- solve equations by eliminations
- solve problems with linear systems
Chapter 2
- midpoint of a line segment
- length of a line segment
- using slope, midpoint and length formulas
- equation of a circle
Chapter 3
- properties of triangles
- verify properties of triangles
- properties of quadrilaterals
- properties of circles
Chapter 4
- non-linear relations
- quadratic relations
- transformations of quadratics
- graph y = a(x-h) 2 + k
- y = a(x-r)(x-s)
- negative and zero exponents

Chapter 5
- multiply polynomials
- common factors
- factor quadratics ax 2  bx  c
- perfect squares and difference of squares

Chapter 6
- maxima and minima
- solve quadratics
- graph quadratics with x-intercepts
- quadratic formula
- solve problems using the quadratic equations
Chapter 7
- similar triangles
- tangent ratio
- sine and cosine ratios
- solve problems involving right triangles
Chapter 8
- Sine law
- Cosine law
- solve problems using trigonometry