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X.... Xn random sample w/ size n from paf: f(x) = 0x -(0+1) for X >I where 0>0 1) If Y = log(x), How do I show that Eln' ? Y; )=% and does the varianc ( 1=1 of nε vi reach the CRIB? 2) How do you find the limiting distribution of √n (log ô - logo) if ô is the MLE of O n

X.... Xn random sample w/ size n from paf: f(x) = 0x -(0+1) for X >I where 0>0 1) If Y = log(x), How do I show that Eln' ? Y; )=% and does the varianc ( 1=1 of nε vi reach the CRIB? 2) How do you find the limiting distribution of √n (log ô - logo) if ô is the MLE of O n

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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X.... Xn random sample w/ size n from paf: f(x) = 0x -(0+1) for X >I where 0>0 1) If Y = log(x), How do I show that Eln' ? Y; )=% and does the varianc ( 1=1 of nε vi reach the CRIB? 2) How do you find the limiting distribution of √n (log ô - logo) if ô is the MLE of O n
Transcribed Image Text:X.... Xn random sample w/ size n from paf: f(x) = 0x -(0+1) for X >I where 0>0 1) If Y = log(x), How do I show that Eln' ? Y; )=% and does the varianc ( 1=1 of nε vi reach the CRIB? 2) How do you find the limiting distribution of √n (log ô - logo) if ô is the MLE of O n
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