X = 150
Therefore, one must consume 150 lunches at club luncheon to have same cost of lunch regardless of the place it is consumed
Saving if one had 200 lunches at the club luncheon instead of elsewhere
Cost elsewhere of lunches elsewhere cost at the club
Cost elsewhere (200* 10) = $ 2000
(150 + 200*9) = $ 1950
2000 1950 = $ 50One would save $ 50
5-38 Advertising Expenditure
Additional Break-Even Units
Break-even units = Fixed costs /contribution margin
Contribution margin = annual fee variable cost per student
Contribution = 14800 8800 = 6000
Additional students required to break even with advertisement campaign costing $1.41 million
1410000 / (14800 -88000)
1410000 / 6000 = 235 students
To break-even the college requires the campaign should attract 235 additional students to breakeven.
2. Advertisement Campaign Cost to Break-Even Suppose they Attract Additional 335 Students
Campaign amount / contribution = additional number of students
Campaign amount = additional number of students * contribution
Therefore,
Campaign amount = 6000*335 = $ 2, 010, 000
3. 3-Month Campaign Additional Cost for the One Month
Additional campaign cost for the one month = contribution * additional students
Or
Additional campaign cost for the one month = campaign cost for the 3 months campaign cost for 2 months
Additional campaign cost for the one month = 6000 * (440 335)
6000* 105 = $ 630,000
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