Question: If F is the uniform (0, 1) distribution function show that m(t) e 1, 0 i1 Now argue that the expected number of uniform (0,

If F is the uniform (0, 1) distribution function show that m(t) e 1, 0 i1 Now argue that the expected number of uniform (0, 1) random variables that need to be added until their sum exceeds 1 has mean e

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