Question: 6-17. Let the random variable X be binomially distributed with probability mass function b(X; 3, p) = 3 X pX(1 p)3X, X =

6-17. Let the random variable X be binomially distributed with probability mass function b(X; 3, p) =  3 X

pX(1 − p)3−X, X = 0, 1, 2, 3. Determine the cumulative distribution function P(X ≤ t) = B(t; 3, p).

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