A proposed new project has projected sales of $210,000, costs of $94,500, and depreciation of $25,700. The tax rate is 25 percent. Calculate operating cash flow using the four different approaches. (Do not round intermediate calculations.)
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Explanation
To calculate the OCF, we first need to calculate net income. The income statement is: |
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Sales | $ | 210,000 | |
Costs | | 94,500 | |
Depreciation | | 25,700 | |
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EBT | $ | 89,800 | |
Taxes (25%) | | 22,450 | |
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Net income | $ | 67,350 | |
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Using the most common financial calculation for OCF, we get: |
OCF = EBIT + Depreciation − Taxes |
OCF = $89,800 + 25,700 − 22,450 |
OCF = $93,050 |
The top-down approach to calculating OCF yields: |
OCF = Sales − Costs − Taxes |
OCF = $210,000 − 94,500 − 22,450 |
OCF = $93,050 |
The tax-shield approach is: |
OCF = (Sales − Costs)(1 − TC) + TC(Depreciation) |
OCF = ($210,000 − 94,500)(1 − .25) + .25($25,700) |
OCF = $93,050 |
And the bottom-up approach is: |
OCF = Net income + Depreciation |
OCF = $67,350 + 25,700 |
OCF = $93,050 |
All four methods of calculating OCF should always give the same answer. |
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