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SOLVED: Consider a 12-sided (dodecahedral) unfair die In rolling this die, the even numbered sides are three times as likely as the odd numbered sides Define the events: A = odd numbered side and B = 4,5,6,7,8. Find the probability of the following events: P[A]: (2 points) P[A n B]: (3 points) PIA U B]: (3 points) Now, let X be the number of times a fair die is rolled until the number 5 shows up: What is the probability thatthe side with the number 5 shows for the first time in 10 trails? (5 poi
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