In: Accounting
Contribution Margin and Contribution Margin Ratio
For a recent year, McDugal's company-owned restaurants had the following sales and expenses (in millions):
Sales | $40,300 | |
Food and packaging | $14,224 | |
Payroll | 10,700 | |
Occupancy (rent, depreciation, etc.) | 9,176 | |
General, selling, and admin. expenses | 6,200 | |
Other expense | 810 | |
Total expenses | (41,110) | |
Operating income (loss) | $(810) |
Assume that the variable costs consist of food and packaging, payroll, and 40% of the general, selling, and administrative expenses.
a. What is McDonald's contribution margin?
Enter your answer in million, rounded to one decimal place.
$ million
b. What is McDonald's contribution margin
ratio? Round your percentage answer to one decimal place.
%
c. How much would operating income increase if
same-store sales increased by $2,400 million for the coming year,
with no change in the contribution margin ratio or fixed
costs?
$ million
d. What would have been the operating income or
loss for the recent year if sales had been $2,400 million
more?
$ million
e. To achieve break even for the recent year, by how much would sales need to increase? Enter your anwer in million rounded to the nearest whole number.
$ million
A)
Contribution Margin
= Sales - Variable Cost(FOOD & PACKAGING + PAYROLL + 40% x GENERAL, SELLING, ADMINISTRATIVE EXPENSES)
= $40300 - $24924 (14224 + 10700 + 40% * 6200)
=$403000 - 24924$
= $15376
B)
McDonald's contribution margin ratio
= Contribution Margin / Sales
= $15376/ $40300
= 0.381*100
= 38.1%
C)
Increase in contribution
= Increase in sales x contribution margin ratio
= $2400 x 0.381
=$915.6
As the fixed cost reamains same, therefore increase in income = increase in contribution = $915.6 Million
D)
Sales 40300+2400 =42700$
Total variable Cost 24924/40300*42700 =26408$
Contribution margin =16292$
Less:Fixed Cost 9176+810+(6200-2400) =13786$
Operating Income =2506$
E)
Break-even point = fixed cost/contribution margin ratio
= $13786/0.381
= $36183.7million
40300 - 39183 = 4116$
4116 million sales need to increase, to achieve break even for the recent year.