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Mr. Alex Llebrecht alexa nder-Iiebrecht@uiowa.edu 1. (continued) Let's say that you are about to flip an unfair coin where the probability of heads is 0.7.
Mr. Alex Llebrecht alexa nder-Iiebrecht@uiowa.edu 1. (continued) Let's say that you are about to flip an unfair coin where the probability of heads is 0.7. Answer the following questions if you were to ip this coin 10 times. h. What is the probability that when flipping the unfair coin 10 times, there are less than 6 heads? i. What is the probability that when ipping the unfair coin 10 times, there are at least 8 heads? j. What is the probability that when ipping the unfair coin 10 times, there are between 5 and 8 heads inclusive? k. When flipping the unfair coin ten times, what is the probability that there are exactly 7.5 heads? Note: Your answer should be a number. Do not write a word or phrase. I. When flipping the unfair coin ten times, what is the expected number of heads? m. *Difcult* When flipping the unfair coin ten times, what is the probability that the FIRST success comes after the 7'\" ip? Notice: This is not exactly geometric distribution but pretty close to it. Geometric distribution goes on infinitely, but this problem only has 10 trials
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