Consider two continuous random variables X and Y with marginal distributions g(x) and n(v)respectively and the joint density function given by: 16y S, x> 2, 0 < y < 1, 10, f(x, y) = elsewhere. Then: None of these X and Y are statistically dependent O f(x\y)=g(x) f(ylx)=h(y)

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Chapter1: Combinatorial Analysis
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Question *
Consider two continuous random variables X and Y with marginal distributions g(x) and
h(v)respectively and the joint density function given by:
16y
x > 2, 0< y < 1,
f(x, y) =
[0,
elsewhere.
Then:
None of these
X and Y are statistically dependent
f(xly)=g(x)
f(ylx)=h(y)
Transcribed Image Text:Question * Consider two continuous random variables X and Y with marginal distributions g(x) and h(v)respectively and the joint density function given by: 16y x > 2, 0< y < 1, f(x, y) = [0, elsewhere. Then: None of these X and Y are statistically dependent f(xly)=g(x) f(ylx)=h(y)
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