Suppose that X is a random variable with pdf f(x) = cxe^(-x) for 0<x<1 and 0 elsewhere.
a. find the value of c
b. find the expectation of x
c. find the variance of x
a) since f(x) is a pdf integrating over its ranges equals 1.
(Integrating by parts )...........(i)
b)
....from (i)
.........................(ii)
c)
....................(from (ii) )
Thus,
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