Find the distribution function of the sum of the independent random variables (xi) and (eta), the first

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Find the distribution function of the sum of the independent random variables \(\xi\) and \(\eta\), the first of which is uniformly distributed in the interval ( \(-h, h\) ), and the second has the distribution function \(F(x)\).

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Theory Of Probability

ISBN: 9781351408585

6th Edition

Authors: Boris V Gnedenko

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