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Here are the prerequisites:
Hand A stands to win 1/3 of showdowns. Hand B stands to win 2/3 of showdowns. Ties are impossible. Hands A and B do battle precisely 4 times. What is the probability of: A) Hand A defeating Hand B exactly 2 times out of 4. B) Hand A defeating Hand B 2 or more times out of 4. Any comments on how to do this problem are appreciated, as well as answers! |
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