Question23:-The joint pdf of a bivariate random variable (X, Y) is given by
“f(x, y) = 4xye*(-(x*(2)+y*(2)),, “x>= 0, y>=0"
The pdf of ‘U=sqrt(X*(2)+Y*(2))* will be
A:-g(u)=(2)/(u%(3)).e*(-u*(3)), ௩-0”
8:-` g(u)=2u%(3).e*(-u%(3)), ௨-0”
C:-'g(u)=(2)/(u*(3))e*(-u*(2)), u>=0°
D:-'g(u)=2u%(3).e*(-u*(2)), u>=0°
Correct Answer:- Option-D
Question24:-The degrees of freedom of the ‘chi*(2)° statistics for testing the independence of attributes of a data....
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