let me know the answer please {X1,X2, ... ,Xn} be independent and identically distributed randomvariables with common pdf f (x) depending on two parameters a and b,a , b >0, where the variance is ab?.It is known the following estimated value â³ · 63=320, where â and b are themaximum likelihood estimates of a and b, respectively, and the estimatedinformation matrix of (â, b) is(10020 ).15 200The estimated variance of the maximum likelihood estimator of the variance isequal to k, using the delta method.Find â and b (in terms of k).

denotes i.i.d. random variables that have common pdf relying on parameters a nad b.VarianceThe…

{X₁, X2, ...,Xn} be independent and identically distributed random variables with common pdf f(x) depending on two parameters a and b, a, b>0, where the variance is ab². It is known the following estimated value â³6³-320, where â and are the maximum likelihood estimates of a and b, respectively, and the estimated information matrix of (â, ô) is (1000 15 200). The estimated variance of the maximum likelihood estimator of the variance is equal to k, using the delta method. Find â and (in terms of k).

{X₁, X2, ...,Xn} be independent and identically distributed random variables with common pdf f(x) depending on two parameters a and b, a, b>0, where the variance is ab². It is known the following estimated value â³6³-320, where â and are the maximum likelihood estimates of a and b, respectively, and the estimated information matrix of (â, ô) is (1000 15 200). The estimated variance of the maximum likelihood estimator of the variance is equal to k, using the delta method. Find â and (in terms of k).

Calculus For The Life Sciences

2nd Edition

ISBN:9780321964038

Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Chapter13: Probability And Calculus

Section13.2: Expected Value And Variance Of Continuous Random Variables

Problem 10E

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