Consider a group of baseball players decide to have a friendly competition. In this competition, a baseball player is allowed to keep playing until they fail to produce a home run for the 4th time. The baseball players count the total number of attempts until they are eliminated. Consider one of the batters has a probability of 0.314 of hitting a home run in this type of competition. a) What is the probability that this baseball player has 10 attempts at batting? b) What is

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Consider a group of baseball players decide to have a friendly competition. In this competition, a baseball player is allowed to keep playing until they fail to produce a home run for the 4th time. The baseball players count the total number of attempts until they are eliminated. Consider one of the batters has a probability of 0.314 of hitting a home run in this type of competition. a) What is the probability that this baseball player has 10 attempts at batting? b) What is the probability they have at least 8 attempts at batting? C) What is the expected number of home runs for this batter, and what is the standard deviation for the number of home runs?
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Consider one of the batters has a probability of 0.314 of hitting a home run in this type of competition.

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