Number of revolutions to failure

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Assume that the probability of failure of a ball bearing at any revolution is constant and equal to p. What is the probability that the ball bearing will fail on or before the nth revolution? If p = 10-4, how many revolutions will be reached before 10 % of such ball bearings fail? More precisely, find K so that P[X > K] ≤ 0.1, where X is the number of revolutions to failure.

Reference no: EM131834510

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