Edmonds Industries is forecasting the following income statement:
Sales | $5,000,000 |
Operating costs excluding depreciation & amortization | 2,750,000 |
EBITDA | $2,250,000 |
Depreciation and amortization | 750,000 |
EBIT | $1,500,000 |
Interest | 450,000 |
EBT | $1,050,000 |
Taxes (25%) | 262,500 |
Net income | $787,500 |
The CEO would like to see higher sales and a forecasted net income of $1,460,000. Assume that operating costs (excluding depreciation and amortization) are 55% of sales and that depreciation and amortization and interest expenses will increase by 8%. The tax rate, which is 25%, will remain the same. (Note that while the tax rate remains constant, the taxes paid will change.) What level of sales would generate $1,460,000 in net income? Round your answer to the nearest dollar, if necessary.
Forecasted | ||||
Sales | 50,00,000 | 72,05,926 | ||
Operating costs excluding depreciation & amortization | 27,50,000 | 39,63,259 | 55% of Sales | |
EBITDA | 22,50,000 | 32,42,667 | ||
Depreciation and amortization | 7,50,000 | 8,10,000 | 8% Increase | |
EBIT | 15,00,000 | 24,32,667 | ||
Interest | 4,50,000 | 4,86,000 | 8% Increase | |
EBT | 10,50,000 | 19,46,667 | ||
Taxes (25%) | 2,62,500 | 4,86,667 | 25% of PBT | |
Net income | 7,87,500 | 14,60,000 | ||
by solving the equation | we get sales as | |||
(Sales-(55%*sales)-D&A-Interest)*(1-tax %)=14,60,000 | 72,05,926 |
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