The following income statement was drawn from the records of Franklin Company, a merchandising firm:
FRANKLIN COMPANY | |||
Income Statement | |||
For the Year Ended December 31, Year 1 | |||
Sales revenue (6,500 units × $164) | $ | 1,066,000 | |
Cost of goods sold (6,500 units × $87) | (565,500 | ) | |
Gross margin | 500,500 | ||
Sales commissions (10% of sales) | (106,600 | ) | |
Administrative salaries expense | (84,000 | ) | |
Advertising expense | (36,000 | ) | |
Depreciation expense | (45,000 | ) | |
Shipping and handling expenses (6,500 units × $2) | (13,000 | ) | |
Net income | $ | 215,900 | |
Required
- Reconstruct the income statement using the contribution margin format.
- Calculate the magnitude of operating leverage.
- Use the measure of operating leverage to determine the amount of net income Franklin will earn if sales increase by 20 percent.Explanationa.
Sales Revenue (6,500 units × $164) = $1,066,000
Cost of goods sold (6,500 units × $87) = (565,500)
Sales commissions (10% of Sales) = (106,600)
Shipping and handling expenses (6,500 units × $2) = (13,000)
b.Operating leverage = Contribution margin Net income Operating leverage = $380,900 = 1.76 Times $215,900
c.
A 20 percent increase in sales revenue will produce a 35.2 percent increase in net income (i.e., 20 percent × 1.76 = 35.2 percent). Accordingly, net income would increase to $291,897 [i.e., $215,900 + ($215,900 × 0.352)].
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