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Asap 13 percentage points incremental tax rate An automaker is buying some special tools for $100,000. The tools are being depreciated by dou- ble declining
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13 percentage points incremental tax rate
An automaker is buying some special tools for $100,000. The tools are being depreciated by dou- ble declining balance depreciation using a 4-year depreciable life and a $6250 salvage value. It is expected the tools will actually be kept in service for 6 years and then sold for $6250. The before-tax benefit of owning the tools is as follows: Year Before-Tax Cash Flow 1 2 3 4 5 $30,000 30,000 35,000 40,000 10,000 10,000 6,250 Selling price 6 12-21 This is the continuation of Problem 12-20. Instead of paying $100,000 cash for the tools, the corporation will pay $20,000 now and borrow the remaining $80,000. The depreciation schedule will remain unchanged. The loan will be repaid by 4 equal end-of-year payments of $25.240. Prepare an expanded cash flow table that takes into account both the special tools and the loan. (a) Compute the after-tax rate of return for the tools, taking into account the $80,000 loan. (b) Explain why the rate of return obtained in part (a) is different from the rate of return obtained in Problem 12-20. An automaker is buying some special tools for $100,000. The tools are being depreciated by dou- ble declining balance depreciation using a 4-year depreciable life and a $6250 salvage value. It is expected the tools will actually be kept in service for 6 years and then sold for $6250. The before-tax benefit of owning the tools is as follows: Year Before-Tax Cash Flow 1 2 3 4 5 $30,000 30,000 35,000 40,000 10,000 10,000 6,250 Selling price 6 12-21 This is the continuation of Problem 12-20. Instead of paying $100,000 cash for the tools, the corporation will pay $20,000 now and borrow the remaining $80,000. The depreciation schedule will remain unchanged. The loan will be repaid by 4 equal end-of-year payments of $25.240. Prepare an expanded cash flow table that takes into account both the special tools and the loan. (a) Compute the after-tax rate of return for the tools, taking into account the $80,000 loan. (b) Explain why the rate of return obtained in part (a) is different from the rate of return obtained in Problem 12-20Step by Step Solution
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