The simulated demand in the first two replications is $3,128$ and $3,931.$ The demand is independent of Q$.$ If Q $=3,500,$ then the cost of ordering ingredients is $$17,500($for both replications$)$ and the garbage cost in the first two replications is $$558$ and $$0.$ The number of people unable to purchase a sushi dish $($unmet demand$)$ in the first two replications is $0$ and $431.$ The profit is $$21,042$ and $$26,250$ in the first two replications. $3.(15$ pts$.)$ Report the simulated demand, the cost of ordering ingredients, the garbage cost, the number of people unable to purchase a sushi dish, and the profit for the three order sizes $($Q$),$ for replication $380$ and replication $455.$