Use the information given on page 254.
- Suppose Ben picks 4 on the
3rd t r y. What is the probability
of his picking 0 on the 4th try? - If Ben picks 4 on the 3rd t r y, is it equally likely
that he would pick 2 or 0 on the 4th try? - Suppose Rae started with A, B, C, D, E, and F. What would
be the probability of her picking A on the 1st try?
B on the 10th try? E on the 25th try? D on the 100th try?
Conduct a probability experiment.
- Flip a coin 25 times. Record 5. Display the outcomes of your
the outcomes in a tally chart. experiment in a bar graph. - What conclusion can you draw about the
probability of the 26th flip landing on heads?
Suppose there are 2 red marbles and 2 black marbles in a bag.
- What is the probability of picking red? black?
- On the 1st try you pick a red marble and put it
in your pocket. On the 2nd t r y, what is the
probability of picking red? of picking black?
Make two spinners like the ones at the right. Decide which
player is EVEN and which is ODD. Spin both spinners
at the same time and find the sum. If the sum is
odd, ODD scores 1 point. If the sum is even, EVEN
scores 1 point. The winner is the first player to score
10 points. Switch roles and play again.
- List all possible outcomes. Is this game fair or
unfair? Explain your answer.
1 2
3 5
2 6
4 8
Remember: Ben’s experiment
was without replacement. Rae’s
experiment was with replacement.
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