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Mathematics, 31.12.2019 00:31 neverfnmind

Suppose that on a true/false exam you have no idea at all about the answers to three questions. you choose answersrandomly and therefore have a 50β€”50 chance of being correct on any one question. let ccwindicate that you werecorrect on the first two questions and wrong on the third, let wcwindicate that you were wrong on the first and thirdquestions and correct on the second, and so forth. a. list the elements in the sample space whose outcomes are all possible sequences of correct and incorrect responses onyour part. b. write each of the following events as a set and find its probability: (i) the event that exactly one answer is correct(ii) the event that at least two answers are correct.(ill) the event that no answer is correct.

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