Exponential distribution with pdf: f(x10) = = exp (-x++), x> B B X>0 0>0 Assume ẞ is known. 1) How do you find the cutoff C* If the test has a size a, i.e., a = sup Plô=c*) 2) How do I find the MME of 0 and show it's an unbiased estimator. If X1 is the complete sufficient stat for 0, how do you find the UMVUE of 0?

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter4: Eigenvalues And Eigenvectors
Section4.6: Applications And The Perron-frobenius Theorem
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Exponential distribution with pdf:
f(x10) = = exp (-x++), x>
B
B
X>0 0>0
Assume ẞ is known.
1) How do you find the cutoff C* If the test has a size a, i.e., a =
sup
Plô=c*)
2) How do I find the MME of 0 and show it's an unbiased estimator. If X1 is the complete sufficient stat
for 0, how do you find the UMVUE of 0?
Transcribed Image Text:Exponential distribution with pdf: f(x10) = = exp (-x++), x> B B X>0 0>0 Assume ẞ is known. 1) How do you find the cutoff C* If the test has a size a, i.e., a = sup Plô=c*) 2) How do I find the MME of 0 and show it's an unbiased estimator. If X1 is the complete sufficient stat for 0, how do you find the UMVUE of 0?
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