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Which of the following values comes closest to the net present value of a project that requires an initial investment of $250

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Answer #1

Net Present value = present value of cash inflows – present value of cash outflows

Present value of cash inflows at the end of year 4 = 60*PVAF(13%, 10 years)

= 60*5.4262

= $325.572

Present value of cash inflows today = 325.572*PVF(13%, 4 years)

= 325.572*0.6133

= $199.67

NPV = 199.67 – 250

= -$50.33

Hence, the answer is d. ($50.32)

Net Present value = present value of cash inflows – present value of cash outflows

Present value of cash inflows at the end of year 4 = 60*PVAF(13%, 10 years)

= 60*5.4262

= $325.572

Present value of cash inflows today = 325.572*PVF(13%, 4 years)

= 325.572*0.6133

= $199.67

NPV = 199.67 – 250

= -$50.33

Hence, the answer is d. ($50.32)

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