Asked by Anna
Compute the mean and variance of the following discrete probability distribution.
x P(x)
2 .50
8 .30
10 .20
Please assist and guide accordingly. Thank you so very much!
x P(x)
2 .50
8 .30
10 .20
Please assist and guide accordingly. Thank you so very much!
Answers
Answered by
MathGuru
Here's a formula for the mean:
SUM[X * P(X)]
(Take each X times its respective P(X), then sum for a total. This will be your mean.)
Here's a formula for variance:
SUM[X^2 * P(X)] - mean^2
(Square each X. Take each X^2 times its respective P(X), then sum for a total. Subtract mean^2 from this value. This will be your variance.)
I hope this will help get you started.
SUM[X * P(X)]
(Take each X times its respective P(X), then sum for a total. This will be your mean.)
Here's a formula for variance:
SUM[X^2 * P(X)] - mean^2
(Square each X. Take each X^2 times its respective P(X), then sum for a total. Subtract mean^2 from this value. This will be your variance.)
I hope this will help get you started.
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