Suppose X has pdt f(x) = - z(1 +x) which one is the pdf for Y 2X. (A) f)D- (8) f0)=- z(l + 4y) (4 + y) (C) f)=- 7(1 +y) (D) f,)=-arctgy.

A First Course in Probability (10th Edition)
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Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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8. Suppose X has pdf f(x)=-
A(1+x)
, which one is the pdf for Y 2X.
(A) ()=-
(B) f0)=
z(l + 4y)
(4 + y)
(C) fy)=
(D) f,0)=-arcigy.
7(1 + y)
Transcribed Image Text:8. Suppose X has pdf f(x)=- A(1+x) , which one is the pdf for Y 2X. (A) ()=- (B) f0)= z(l + 4y) (4 + y) (C) fy)= (D) f,0)=-arcigy. 7(1 + y)
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