The document outlines lessons on probability and chance experiments. It provides instructions for homework assignments on calculating probabilities and a review packet. Key concepts covered include sample spaces, outcomes, theoretical vs experimental probability, and equally likely outcomes. Examples are given of chance experiments like drawing colors from a bag or rolling a die. Students are directed to practice problems for calculating probabilities of events.

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Do Now:
Exit Ticket For Lesson 2
3/31/15Module 5, Lesson 3 and 4
Homework:
1.) P.31-32 #1, 2, 3, and 6
2.) Module 3 Review Packet
due Monday 4/13
Chance experiments
and
Calculating probabilities for
Chance experiments

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Exit Ticket from Lesson 2
3.) What is the estimate for the probability of selecting a red crayon or a yellow crayon from the
bag?

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1.)
2.)
3.)
4.)
5.)
6.)

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Module 2 Review Packet

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Outcome: Is the result of a single trial in an
experiment.
ex: You roll a die and get a 5. 5 is the outcome.
Sample Space: All the possible outcomes in an
experiment.
• Flipping a coin - Heads and Tails
• Drawing a color from a bag of 3 red, 2 blue, 1 yellow,
4 green.
• Picking a letter from the word classroom.
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S.17­18

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Equally Likely Outcomes
The outcomes of an experiment are equally likely to
occur when the probability of each outcome is equal.
1
3
Each outcome has a 25%
chance of occurring!
Equally Likely Outcomes
2
4
Red
Red has a 25% chance of
occurring while Blue has a
75% chance.
NOT Equally Likely Outcomes
Blue
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Do you think the outcomes in the paper cup experiment
have an equally likely chance of occurring? Why or why
not?
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S.20­21

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Problem Set S.24

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S.22

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Experimental Probability
I have a bag containing
cubes colored yellow,
green, blue, red.
blue
blue
blue
blue
blue
blue
blue
red
red
red
red
red
green
green
green
yellow
yellow
yellow
yellow
yellow
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Theoretical Probability
There are 10 of
each in the bag
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Problem Set S.24

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S.32Problem Set

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S.31

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28. Attachments
Module 2 Review.pdf