Question
According to the UCR 81% (0.81) of robberies committed with a firearm in 2016 were cleared. Take this as your value of p and do
According to the UCR 81% (0.81) of robberies committed with a firearm in 2016 were cleared. Take this as your value of p and do the following:
A. Compute the binomial probability for a random sample of 3 robberies, with r being defined as the number that are committed with firearms B. Based on the distribution, what is the outcome you would most expect to see ? C. Based on the distribution, what is the outcome you would least expect to see ? D. What is the probability that one or fewer robberies that were committed with a firearm were cleared? E. What is the probability that two or more robberies with a firearm were cleared?
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