MBF 3C Unit 1 Mathematics Review Unit Outline
Day
Lesson Title
Specific
Expectations
1
General Review of Grades 7 - 10
Review Gr. 7 - 10
2
Review of Ratios
Review Gr. 7 - 10
3
Review of Solving Equations
Review Gr. 7 - 10
4
Review of Similar Triangles
Rev

MBF 3C
Name: _
Date: _
Probability Experiments
One way to predict future events is to analyse what has happened in the past. Suppose a
baseball player has a 0.250 batting average. Is she likely to make a hit the next time at bat? If
there is a 20% probabi

MBF 3C
Day 1: One-Variable Data
Unit 3: Statistics
Think:
What does the word statistics mean to you? Write down any words that come to mind.
One-Variable Statistics
Referring to the annual average precipitation rates of Canadian and other international ci

MBF 3C
U2 D5
Name: _
Date: _
Comparing Experimental and Theoretical Probability
Experimental Probability
Theoretical Probability
* probability is calculated by performing
several trials of an experiment
* time consuming
* used when theory does not exist o

1MBF
3C
U2 D3
Name: _
Date: _
Experimental Probability and Simulations
A few terms from last lesson:
Probability is the _ an event will occur.
Experimental probability is found by doing an _.
An _ is the process of conducting a test to determine the
proba

MBF 3C Unit 2 Trigonometry Outline
Day
Lesson Title
Specific
Expectations
1
Review Trigonometry Solving for Sides
Review Gr. 10
2
Review Trigonometry Solving for Angles
Review Gr. 10
3
Trigonometry in the Real World
C2.1
4
Sine Law
C2.2
5
Cosine Law
C2.3

MBF 3C
U2 D4
Name: _
Date: _
Theoretical Probability
Performing experiments to estimate a probability can be very _
and _, depending on the accessories that are needed. Often it is possible
to calculate an exact probability by using mathematical theory.
C

MBF 3C
U2 D6
Name: _
Date: _
Unit 2 Assignment #2
You and your brother drive to school together. Each week you fight over who will pay the $25
for gas each week. You decide to toss two coins. If the coins are both heads, or both tails,
your brother pays f

1MBF
3C
Name: _
Date: _
U3 D2
Sampling
Scenario
Natalie surveys people randomly from her on-line youth book club members as well as the lists of youth
cardholders at the two nearest community libraries.
She returns to school and suggests to her friend on