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Larry and Earvin are both trying to predict the outcome of 5 basketball games. Suppose that Larry predicts a game correctly with probability 0.6 and

Larry and Earvin are both trying to predict the outcome of 5 basketball games. Suppose that Larry predicts a game correctly with probability 0.6 and Earvin predicts a game correctly with probability 0.7 a) What's the probability that at least one of Larry and Earvin predict all 5 games correctly? b) What's the probability that Larry predicts at least 3 games correctly? Larry and Earvin are both trying to predict the outcome of 5 basketball games. Suppose that Larry predicts a game correctly with probability 0.6 and Earvin predicts a game correctly with probability 0.7 a) What's the probability that at least one of Larry and Earvin predict all 5 games correctly? b) What's the probability that Larry predicts at least 3 games correctly? c) If Earvin predicts 3 games correctly, what is the probability that he correctly predicted more games than Larry?

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