Question

Problem 7.45 Break-Even Analysis: Profit-Volume Graph; Movie Theaters (LO 7-1,7-3, 7-4) Silver Screen Inc. owns and operates
Profit-volume graph Profit Dollars per year (in thousands) Break-even point Loss area Profit area www 10 20 30 40 50 60 Tubs
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Answer #1

Solution:

Selling price is $1.75 per tub.

Take the data given under super popper in the table provided for calculation.

Sales Volume

Sales

Popcorn cost per tub

Other cost per tub

Cost of each tub

Total variable cost per tub

Total variable cost

Annual machine rental

Profit

10000

17500

0.13

1.05

0.08

1.26

12600

20000

-15100

20000

35000

0.13

1.05

0.08

1.26

25200

20000

-10200

30000

52500

0.13

1.05

0.08

1.26

37800

20000

-5300

40000

70000

0.13

1.05

0.08

1.26

50400

20000

-400

50000

87500

0.13

1.05

0.08

1.26

63000

20000

4500

60000

105000

0.13

1.05

0.08

1.26

75600

20000

9400

Sales = Sales volume * selling price

Total variable cost per tub = Popcorn cost per tub + Other cost per tub + Cost of each tub

Total variable cost = Sales volume * Total variable cost per tub

Profit = Sales – Total variable cost – Annual machine rental

The below table is created for the purpose of drawing chart.

Tubs sold per year (in thousands)

Dollars per year (in thousands)

10

-15

20

-10

30

-5

40

0

50

4

60

9

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