Question: Suppose that the random variable X has expected valueE(X)=2 E(X)=2and varianceVar(X)=5. Compute the following quantities E(3X+2)= E[X^2]= Var(4X2)
Suppose that the random variableXhas expected valueE(X)=2
E(X)=2and varianceVar(X)=5. Compute the following quantities
- E(3X+2)=
- E[X^2]=
- Var(4X2)
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