Assume that a baseball player hits .350, so his probability of a hit is 0.350. (Ignore the
Question:
a. Find the probability of at least 1 hit in 4 tries in 1 game.
b. Assuming that this batter gets up to bat 4 times each game, estimate the probability of getting a total of at least 56 hits in 56 games.
c. Assuming that this batter gets up to bat 4 times each game, find the probability of at least 1 hit in each of 56 consecutive games (Joe DiMaggio's 1941 record).
d. What minimum batting average would be required for the probability in part (c) to be greater than 0.1?
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a Binomial n 4 and p 350 Px 1 1 Px 0 1 404 350 0 650 4 1 1785 8215 b ...View the full answer
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