Let the density function of a random variable Xbe given by fx(x) = 0x®', 0Sx<1 Suppose X, X,,.., X¸be a random sample, taken from above population. Define an estimator W, = - log (X,). Here, the new random variable W, follows, Poisson distribution with mean 0 а) b) c) Gamma distribution with mean 90 Gamma distribution with mean ở d) 1 Exponential distribution with mean

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Let the density function of a random variable X be given by
fx(x) = 0x®-1, 0<x<1
Suppose X, X,,..,X,be a random sample, taken from above population. Define an
estimator W, = - log (X,). Here, the new random variable W, follows,
a)
b)
c)
Poisson distribution with mean 0
Gamma distribution with mean 90
Gamma distribution with mean 0
d)
1
Exponential distribution with mean
Transcribed Image Text:Let the density function of a random variable X be given by fx(x) = 0x®-1, 0<x<1 Suppose X, X,,..,X,be a random sample, taken from above population. Define an estimator W, = - log (X,). Here, the new random variable W, follows, a) b) c) Poisson distribution with mean 0 Gamma distribution with mean 90 Gamma distribution with mean 0 d) 1 Exponential distribution with mean
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