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CSIR NET Mathematics 2024| Estimation | 26 April 2024
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Question 1
Let X1, X2 be a random sample from a distribution with the probability mass function
f(x|θ) = 1 – θ if x = 0
= θ if x = 1
where 0 < θ < 1
which of the following is not an unbiased estimator of θ ?
Question 2
Let X1, X2 …… Xn, Xn+1 be a random sample from a N(μ, 1) population.
If and T =
then for estimating μ
Question 3
For sample of size and drawn from N(μ, σ2), so the statistics is
Find the efficient estimator of μ.
Question 4
Let X1,X2 ….., Xn as iid from . Find the complete sufficient statistics for
Question 5
Let . Find the complete sufficient statistics for
?
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Apr 26CSIR NET & SET