Question: You randomly call friends who could be potential partners for a dance. You think that they all respond to your results independently of each other, and you estimate that each one is 7% likely to accept your request. Let X denote the number of calls to successfully get a date. What distribution is it? (is it normal, geometric, poisson or binomial) How many calls do you expect to make to get a date? What is the probability that you will get a date on the 12th call? (Hint x=12) What is the probability that it will take at least 10 calls to get a date? (Hint x210) Given you've already called 8 people and still do not have a date. what is the probability it will take less than 14 calls? .015"wa