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.)
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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