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The correct answer is C

p(X=1|Y=2)=0.05/(0.05+0.10+0.15)=0.17.

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The variance of X is closest to:

A) 0.54.
B) 0.67.
C)
0.61.
D) 0.74.

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The correct answer is C

p(X=1)=0.05+0.05+0.10=0.20, p(X=2)=0.05+0.10+0.15=0.30, and p(X=3)=0.15+0.15+0.20=.50. Thus, the mean of X is equal to μ=0.20(1)+0.30(2)+0.50(3)=2.3, and the variance is calculated as 0.20(1-2.3)2+0.30(2-2.3)2+0.50(3-2.3)2=0.61.

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3、The variance of the sum of two independent random variables is equal to the sum of their variances:

A) plus a positive covariance term.
B)
plus zero.
C) minus a positive covariance term.
D) plus a non-zero covariance term.

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The correct answer is B

Independent random variables have a covariance of zero. Hence, the variance of the sum of two variables will be the sum of the variables’ variances.

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A GREAT SHARING , THZ!

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谢谢分享

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