THELP WITH B$.$ The Oriole Inn is trying to determine its break$-$even point. The inn has $75$ rooms that are rented at $$52$ a night. Operating costs are as

follows.

Salaries $,$$$4,900$ per month

Utilities $,2,500$ per month

Depreciation $1,500$ per month

Maintenance $850$ permonth

Maid service $,7$ per room

Other costs $32$ per room

$($a$)$

Your answer is correct.

Determine the inn's break$-$even point in $(1)$ number of rented rooms per month and $(2)$ dollars.

Break$-$even point in rooms

Break$-$even point

per month

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$($b$)$

If the inn plans on renting an average of $50$ rooms per day $($assuming a $30-$day month$),$ what is $(1)$ the monthly margin of safety in

dollars and $(2)$ the margin of safety ratio? $($Round ratio to $0$ decimal places, e$.$g$.10\%.)$

Margin of safety

Margin of safety ratio

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