of the demand, FTC has tentatively decided to produce $60,000$ units $($the same as average demand$),$ but it wants to conduct an analysis regarding this production quantity before finalizing the decision. profit $($in $$)$ when demand is equal to its average $(60,000$ units$)?$

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profit $($in $$)$ associated with the production quantity of $60,000$ dolls? $($Use at least $10,000$ trials. Round your answer to the nearest integer.$)$

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How does this compare to the profit corresponding to the average demand $($as computed in part $($a$))?$

O The average profit from the simulation is greater than the profit computed in part $($a$).$

The average profit from the simulation is less than the profit computed in part $($a$).$

The average profit from the simulation is about the same as the profit computed in part $($a$).$ with these two production quantities. What is the average profit $($in $$)$ associated with each? $($Use at least $10,000$ trials. Round your answer to the nearest integer.$)$

average profit for $50,000$ units $ average profit for $70,000$ units $ occur? What is your recommendation?