Question: A batting average in baseball is a statistical probability that measures a batter's success at the plate. Is this an example of a binomial probability?

A batting average in baseball is a statistical probability that measures a batter's success at the plate. Is this an example of a binomial probability? If so, how? If not, why not? Think about the following: How are success and failure determined? How is a trial defined? Is each at bat a player makes repeatable and independent? How does a batting average answer the question of what is the probability of r successes in n trials?

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