Let X, X Xa be a random sample of sizen from a distribution th the probatility mass function 2A P(X--1) P(X - 0) P(X - 2) 3A +1 Obtain a method of moments estimator fer A A Then estimate A with 2-0, z-1, -0, z, 2, 0.
Let X, X Xa be a random sample of sizen from a distribution th the probatility mass function 2A P(X--1) P(X - 0) P(X - 2) 3A +1 Obtain a method of moments estimator fer A A Then estimate A with 2-0, z-1, -0, z, 2, 0.
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Author:Amos Gilat
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
Transcribed Image Text:Let X, X X, be a random sample of size n from a distribution with the probatility mass function
P(X --1)-
P(X - 0)
2A
P(X - 2)
3A+1
Obtain a method of moments estimator for A A
Then estimate A with
-0, --1, -0, z4-2, -0.
number itcl001, atol-le-08)
Notes: You can express your answer as a fraction or decimal. If you answer is in decimal, indude at least
4 non-zero digits after the decimal point.
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