1. AIM: Probability Models
Do Now
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2. Anticipatory Set
Today we will create a Probability Model for spinning a
penny and tossing a paper cup. A Probability Model is a
mathematical representation of a random phenomenon,
which includes the sample space and the probability
associated with each event.
Sample Space of Spinning a Penny:
Sample Space of Tossing a Paper Cup:
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3. Predicted Probabilities associated with Spinning a Penny:
Predicted Probabilities associated with Tossing a Paper Cup:
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4. Questions:
1.) Explain your predicted probabilities associated
with Spinning a Penny.
2.) Explain your predicted probabilities associated
with Tossing a Paper Cup.
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6. Experimental Probabilities associated with Spinning a Penny:
Experimental Probabilities associated with Tossing a Paper
Cup:
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7. Questions:
1.) How did your predicted probabilities compare with the
experimental probabilities?
2.) What are the key differences between a penny and a cup that
effects the probability models?
3.) How would you re-design the cup to increase the likelihood of
the cup landing open-end down.
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8. Coin Flip Unfair?
Coin Flipper
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