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so P = .40*S - 12,000
we have a new random variable
we can use our rules about mean and variance
here is a useful formula E[aX + b] = aE[X] + b
and Var[aX+b] = a^2 Var[X]
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or Stdev(aX + b) = |a|Stdev(X)
we want E[Profit] = E [ .40*S - 12,000 ] use our rule that gives us .40 * E(S) + -12,000
so teh mean of the profit is .40 * 50,000 - 12000
yes
now for standard deviation Stdev(aX + b) = |a|Stdev(X) stdev ( .40 * S + -12,000 ) = |.40| * stdev ( S )
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