Assume straight line depreciation method is used. Calculate the project’s net pr
ID: 2496637 • Letter: A
Question
Assume straight line depreciation method is used.
Calculate the project’s net present value. Assume straight line depreciation method is used. (Future Value of $1, Present Value of $1, Future Value Annuity of $1, Present Value Annuity of $1.) (Use appropriate factor(s) from the tables provided.)
Calculate the net present value using a 9 percent discount rate. Assume straight line depreciation method is used. (Future Value of $1, Present Value of $1, Future Value Annuity of $1, Present Value Annuity of $1.) (Use appropriate factor(s) from the tables provided.)
Merrill Corp. has the following information available about a potential capital investment:
Explanation / Answer
1 Calculate the project’s net present value. Year 0 1-7 years 8 year Cash flows $ -25,00,000.00 $ 1,60,000.00 $ 3,30,000.00 Present value factor @7% (Note: for 1-7 years PV annuity factor is taken) 1 5.389289402 0.582009105 Present value of cash flows $ -25,00,000.00 $ 8,62,286.30 $ 1,92,063.00 Net present value $ -14,45,650.69 Note: There is no tax rate is given. Therefore no need to consider depreciation while calculating NPV 2 Calculate the project’s IRR. Year Cash flows 0 $ -25,00,000.00 1 $ 1,60,000.00 2 $ 1,60,000.00 3 $ 1,60,000.00 4 $ 1,60,000.00 5 $ 1,60,000.00 6 $ 1,60,000.00 7 $ 1,60,000.00 8 $ 3,30,000.00 IRR -10% Therefore, IRR is less than 7% 3 Calculate the project’s net present value. Year 0 1-7 years 8 year Cash flows $ -25,00,000.00 $ 1,60,000.00 $ 3,30,000.00 Present value factor @7% (Note: for 1-7 years PV annuity factor is taken) 1 5.032952835 0.50186628 Present value of cash flows $ -25,00,000.00 $ 8,05,272.45 $ 1,65,615.87 Net present value $ -15,29,111.67 Note: There is no tax rate is given. Therefore no need to consider depreciation while calculating NPV 4 Calculate the project’s IRR. Year Cash flows 0 $ -25,00,000.00 1 $ 1,60,000.00 2 $ 1,60,000.00 3 $ 1,60,000.00 4 $ 1,60,000.00 5 $ 1,60,000.00 6 $ 1,60,000.00 7 $ 1,60,000.00 8 $ 3,30,000.00 IRR -10% Therefore, IRR is less than 9%
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