Question: Suppose that certain bolts have length L = 200 + X mm, where X is a random variable with density f(x) = (1 x2)

Suppose that certain bolts have length L = 200 + X mm, where X is a random variable with density f(x) = ¾(1 – x2) if – 1 < x < 1 and 0 otherwise. Determine c so that with a probability of 95% a bolt will have any length between 200 – c and 200 + c.

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