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The HR department at a company has established that the probability an intern is offered a permanent position is 0.65. Eight interns start in the fall semester. Assume binomial distribution.
1) How many of those interns do you expect to be offered a full time position?
2) What is the probability that no more than 5 interns are offered full time positions? Select the answer closest to your computation.
3) What is the probability that 4 interns are offered a full time position? Select the answer closest to your computation.
4) What is the probability that 2 interns are NOT offered a full time position? Select the answer closest to your computation.
The question is not missing any information - This question is complete
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