Let X be a random variable whose moment generating function is
defined by mX(t) = 1 / 1 − 3t . Find the cumulative distribution
function, F(x), the mean (µ) and the variance (σ 2 ).
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Let X be a random variable whose moment generating function is
defined by mX(t) = 1 / 1 − 3t . Find the cumulative distribution
function, F(x), the mean (µ) and the variance (σ 2 ).