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Jessica flips a fair coin 5 times every morning, for 30 days straight. Let X be the number of mornings over these 30 days on which all 5 flips are tails. Use either the normal or the Poisson approximation, whichever is more appropriate, to give an estimate for the probability P(X = 2). Justify your choice of approximation.
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Jessica flips a fair coin 5 times every morning, for 30 days straight. Let X be the number of mornin...
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