Suppose the random variable X has pdf K 2√/27 (xp ( - (a − 2)²) - £x(u) = 0 ≤u≤ 4, otherwise. where A is a constant to be determined. Determine K, the CDF Fy, and the mean E[X].

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Suppose the random variable X has pdf
K
exp
£x(u) = 2√/27 x ( - (a - 2²).
-
where A is a constant to be determined. Determine K, the CDF Fy, and the mean E[X].
0 ≤ ≤ 4,
otherwise.
Transcribed Image Text:Suppose the random variable X has pdf K exp £x(u) = 2√/27 x ( - (a - 2²). - where A is a constant to be determined. Determine K, the CDF Fy, and the mean E[X]. 0 ≤ ≤ 4, otherwise.
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