For a newsvenor product with selling price $R=$$$2,$ purchase cost $C=$$$0\mathrm{.}8,$ salvage value $=$$$0\mathrm{.}5.$

$Cu=$$$1$

$Co=$$

Optimal service level $=|$

If demand distribution is as follows, complete the table and identify $Q^{**}.$

$Q^{**}=$

Juits

Suppose the order quantity $Q=320$ units $($note that it is an arbitrary number, not necessarily the optimal order quantity$).$

$,$ The expected sale $=$

nits.

The expected leftover $=$

The expected profit $=$

Total mismatch costs $=$$

Complete the following table $($calculate the expected profit for a given price of the crystal ball$)$: Price of crystal ball $($$$)32035$

Expected profit $($$$)\_\_\_\_\_\_\_$