In: Finance
Edmonds Industries is forecasting the following income statement:
Sales | $8,000,000 |
Operating costs excluding depreciation & amortization | 4,400,000 |
EBITDA | $3,600,000 |
Depreciation and amortization | 480,000 |
EBIT | $3,120,000 |
Interest | 400,000 |
EBT | $2,720,000 |
Taxes (25%) | 680,000 |
Net income | $2,040,000 |
The CEO would like to see higher sales and a forecasted net income of $4,000,000. Assume that operating costs (excluding depreciation and amortization) are 55% of sales and that depreciation and amortization and interest expenses will increase by 14%. 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 $4,000,000 in net income? Round your answer to the nearest dollar, if necessary.
$
Particulars | Amount (In $'s) | |
Net Income | 4,000,000 | |
Add: Taxes @25% | 1,333,333 | 4,000,000*25/75 |
Earnings before tax (EBT | 5,333,333 | |
Add: Interest | 456,000 | 400,000*1.14 |
Earnings before Interest & Tax (EBIT | 5,789,333 | |
Add: Depreciation & Amortisation | 547,200 | 480,000*1.14 |
Earnings before Interest Tax Depreciation & Amortisation (EBITDA) | 6,336,533 |
Since Operating Costs are (Excluding Depreciation & Amortisation ) are 55% of Sales, Therefore EBITDA is 45% of Sales ( 100% - 55% )
Therefore, Sales = 6,336,533 / 45%
Level of Sales = $14,081,184