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Posted: **Wed May 11, 2022 2:11 pm**

: I 29 Q7 Extra Credit 5 Points Let X X X Be A Random Sample From Fxp X 0 0e 20 Let 0 40e 20 020 A 1 (18.51 KiB) Viewed 78 times

- I 29 Q7 (Extra credit, 5 points). Let X,X,,,X, be a random sample from fxp(x|0) = 0e ***, *20. Let (0) = 40e-20, 020 a priori p.d.f. of 0. Consider a loss function L(0,8)=(0-8). Based on a random sample X, X, X, of size n, find the Bayes estimate of e. 19 29 9