In: Finance
Consider a Swiss subsidiary (Swiss AS) of a US firm, Kendall Systems. The current exchange rate is $0.80/SF. Swiss AS sells 6 million units, of which 3 million are sold at home and 3 million are exported selling at SF15/unit. It has fixed overhead costs of SF 6 million and direct costs (labor, raw material, etc.) of SF 10/unit. The firms has a straight line depreciation of SF 1 million each year and has a tax rate of 30%.
As a result of sudden depreciation of SF from $0.80/SF to $0.75/$, prices remain same at home (SF15 / unit) but there is an increase in export prices to SF20 / unit). Costs remain same.
Find the Cash flows in $ post-depreciation of SF?
| Sales | Units | Price per Unit (SF) | Amount | 
| A | B | C | D=B*C | 
| Domestic Sales | 30,00,000 | 15 | 4,50,00,000 | 
| Exports | 30,00,000 | 20 | 6,00,00,000 | 
| Total Revenue 'E | 10,50,00,000 | ||
| Costs | |||
| Direcy Cost | 60,00,000 | 10 | 6,00,00,000 | 
| Fixed Overhead | 60,00,000 | ||
| Depreciation (H) | 10,00,000 | ||
| Total Cost F | 6,70,00,000 | ||
| Earnings before tax (E-F) | 3,80,00,000 | ||
| Tax @30% (E-F)*0.3 | 1,14,00,000 | ||
| Earnings after tax (G) | 2,66,00,000 | ||
| Add back Depreciation | |||
| Cash Flows I=(G+H) | 2,76,00,000 | ||
| Exchange Rate @$0.75/SF | |||
| Cash Flows in $ (I*0.75) | 2,07,00,000 | 
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