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The Brann family wants to be financially prepared to have children. A financial advisor informs them that on the basis of families with similar characteristics, the probability distribution for the random variable X = number of children they might have is as follows:
No. of children
0
1
2
3
Probability
.05
.60
.30
a. What is the expected value of X?
b. Explain what "expected value" means in this situation.
c. Is E(X) a possible outcome for the number of children that the Brann family will have?
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question 1 suppose that 11 individuals take the gmat graduate management admission test then take a gmat preparation
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