$[-/5$ Points$]$

CAMMBA$512.$E$\mathrm{.}007.$MI$.$

receives breakfast, lunch, and free parking. The following are the costs incurred for putting on this event.

$9825$

nonmember no$-$shows from $10\%$ to $30\%$ in increments of $5\%.$ In which interval of nonmember registrants does breakeven occur if the percentage of nonmember no$-$shows is $25\%?$

J to

$($c$)$ Consider three scenarios.

All other inputs are the same as in part $($a$).$ Use Scenario Manager to generate a summary report that gives the profit for each of these three scenarios.

What is the highest profit $($in dollars$)?$

What is the lowest profit $($in dollars$)?$

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