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The Fantastic Ice Cream Shoppe sold 8,800 servings of ice cream during June for Dollar 5 per serving. The shop purchases the ice cream in large tubs from the Deluxe Ice Cream Company. Each tub costs the shop $14 and has enough ice cream to fill 28 ice cream cones. The shop purchases the ice cream cones for $0.15 each from a local warehouse club. The Fantastic Ice Cream Shoppe is located in a strip mall, and rent for space is $2,050 per month. The shop expenses $220 a month for the depreciation of the shop's furniture and equipment. During June, the shop incurred an additional $2,800 of other operating expenses (75% of these were fixed costs).

Required:
a. Prepare the Fantastic Ice Cream Shoppe's June income statement using a traditional format.
b. Prepare the Fantastic Ice Cream Shoppe's June income statement using a contribution margin format

User Rdelfin
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1 Answer

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Answer:

The Fantastic Ice Cream Shoppe

a) Fantastic Ice Cream Shoppe

June Income Statement, using traditional format

Sales Revenue $44,000

Cost of goods sold 5,720

Gross profit $38,280

Expenses:

Rent expense 2,050

Depreciation exp. 220

Other operating exp. 2,800

Total expenses $5,070

Net Income $33,210

b) Fantastic Ice Cream Shoppe

June Income Statement, using contribution margin format

Sales Revenue $44,000

Direct materials 5,720

Operating expense 700

Total variable expense 6,420

Contribution margin $37,580

Fixed expenses:

Rent expense 2,050

Depreciation exp. 220

Other operating exp. 2,100

Total expenses $4,370

Net income $33,210

Step-by-step explanation:

a) Data and Calculations:

Sales of ice cream during June = 8,800 servings

Price per serving = $5

Sales revenue = $44,000 ($5 * 8,800)

Purchase cost of ice cream in large tubs = $14 * 8,800/28 = $4,400

Purchase cost of ice cream cones = $0.15 * 8,800 = $1,320

Total cost of direct materials = $5,720

Fixed costs:

Rent = $2,050 per month

Depreciation = $220

Other operating expenses:

Fixed operating expense = $2,100 ($2,800 * 75%)

Variable operating expense = $700 ($2,800 * 25%)

User Fadi Omar
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