Example 4: If x1, X2 , .. toking the value 1 with probability 0 and the value 0 with probability (1-0), show Xn are random observations on a Bernoulli variable X ..... I(t – 1) that n (n – 1) is an unbiased estimate of 0 where t= 2 Xi - i= 1

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Example 4: If X1, X2 , .… , Xn are random observations on a Bernoulli variable X
taking the value 1 with probability 0 and the value 0 with probability (1– 0), show
I(t – 1)
that
n (n – 1)
|
is an unbiased estimate of 02 where t= 2 x; -
i= 1
Transcribed Image Text:Example 4: If X1, X2 , .… , Xn are random observations on a Bernoulli variable X taking the value 1 with probability 0 and the value 0 with probability (1– 0), show I(t – 1) that n (n – 1) | is an unbiased estimate of 02 where t= 2 x; - i= 1
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