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(13) For the conditional density given in problem (11) above obtain Var(X|Y = y) for y E (0, 1). The following expressions are proposed. * - { 20+y+y? } 3(1+y) 1+y? (a) Var(X|Y = y) = %3D

(13) For the conditional density given in problem (11) above obtain Var(X|Y = y) for y E (0, 1). The following expressions are proposed. * - { 20+y+y? } 3(1+y) 1+y? (a) Var(X|Y = y) = %3D

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
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Please just answer problem 13. Problem 11 is attached to help you. 

(13) For the conditional density given in problem (11) above obtain Var(X|Y = y) for y E (0, 1). The following expressions are proposed. 1+y? 2 2(1+y+y?) (a) Var(X|Y = y) = 3(1+y) 1+y? (b) Var(X|Y = y) = S 2y2 3(1+y) - 1+y? (c) Var(X|Y = y) = 3(1+y) 1-y2 (d) Var(X|Y = y) = S 2(1+y+y³) ]´ 2 3(1+y) (e) None of the above (a) (b) (c) (d) (e) N/A (Select One)
Transcribed Image Text:(13) For the conditional density given in problem (11) above obtain Var(X|Y = y) for y E (0, 1). The following expressions are proposed. 1+y? 2 2(1+y+y?) (a) Var(X|Y = y) = 3(1+y) 1+y? (b) Var(X|Y = y) = S 2y2 3(1+y) - 1+y? (c) Var(X|Y = y) = 3(1+y) 1-y2 (d) Var(X|Y = y) = S 2(1+y+y³) ]´ 2 3(1+y) (e) None of the above (a) (b) (c) (d) (e) N/A (Select One)
(11) When the conditional density of X given Y = y E (0, 1) is 2x fx\Y=y (x) = y < x < 1. 1 – y² ’ Compute E(X|Y = 0.25). 0.7 0.25 0.75 None of the above N/A (Select One)
Transcribed Image Text:(11) When the conditional density of X given Y = y E (0, 1) is 2x fx\Y=y (x) = y < x < 1. 1 – y² ’ Compute E(X|Y = 0.25). 0.7 0.25 0.75 None of the above N/A (Select One)
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