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Mathematics
Let X and Y be two random variables. The relationship E(XY)=E(X)⋅ E(Y) holds
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Q. Let $ X $ and $ Y $ be two random variables. The relationship $ E(XY)=E(X)\cdot E(Y) $ holds
Jharkhand CECE
Jharkhand CECE 2012
A
always
B
if $ E(X+Y)=E(X)+E(Y) $ is true
C
if $ X $ and $ Y $ are independent
D
if $ X $ can be obtained from $ Y $ by a linear transformation
Solution:
We know that the relationship -
$ E(XY)=E(X)\cdot E(Y) $ holds, when X and Yare independent variables.