(2) Find the density of X² when X The following answers are proposed. (a) fy(y) = λe-λ(y)¹/2" (b) ƒy (y) = e¯Â(y)¹/² (c) fy(y) = λe-λ(y)¹/2 1 2y⁹ 1 2 (y)¹/2 (d) fy(y) = λe^(y)¹/² (e) None of the above 1 2 (y)¹/2 1 2 (v) 1/29 Exp(2). y > 0. y > 0. y > 0. y > 0.

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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(2) Find the density of X4 when X ~
Еxp().
The following answers are proposed.
(a) fy (y) = le-iv)2
(b fy (y) = e¬¿»)"2
1
y > 0.
2 (y)/2
1
2 (y)/2
y > 0.
(ofr (y) = le-¿♥)² 1
(d) fy (y) = le¿)2
2 y'
y > 0.
1
2 (y)\/2 *
y > 0.
(e) None of the above
Transcribed Image Text:(2) Find the density of X4 when X ~ Еxp(). The following answers are proposed. (a) fy (y) = le-iv)2 (b fy (y) = e¬¿»)"2 1 y > 0. 2 (y)/2 1 2 (y)/2 y > 0. (ofr (y) = le-¿♥)² 1 (d) fy (y) = le¿)2 2 y' y > 0. 1 2 (y)\/2 * y > 0. (e) None of the above
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