In the textbook example of EOQ $($see Week$02$A$,$ pps$\mathrm{.}12-13),$ we found Q$*=169$ units. Recently, we

realized that the total annual holding cost $[$hQ$/2]$ was not accurate, because multiple products can be stacked up

to save space. Assume that the total annual holding cost should really be $$ dollars. What would be the

new Q$*$ to minimize annual total cost? $[$Hint: How did we find the optimal solution Q$*$ of the original objective

function Y$($Q$)?]$ Ans. Q$*=\_\_\_\_\_\_$ units