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Macy Pharmacy has a project which has the following cash flows. Year 0 = -$200,0

ID: 2823585 • Letter: M

Question

Macy Pharmacy has a project which has the following cash flows.

Year 0 = -$200,000

Year 1 = $50,000

Year 2 = $100,000

Year 3 = $150,000

Year 4 = $40,000

Year 5 = $25,000

The initial cost of capital is 10%. The financial manager wants to see what happens to the project's net present value if the cost of capital were increased to 12%.

the NPV would increase by 2%

the NPV would increase by 15%

the NPV would decrease by 2%

the NPV would decrease by 15%

the NPV would increase by 2%

the NPV would increase by 15%

the NPV would decrease by 2%

the NPV would decrease by 15%

Explanation / Answer

Calculation of NPV Statement showing Cash flows Particulars Time PVf 10% Amount($) PV Cash Outflows                -              1.00       -2,00,000.00       -2,00,000.00 PV of Cash outflows = PVCO       -2,00,000.00 Cash inflows           1.00       0.9091             50,000.00             45,454.55 Cash inflows           2.00       0.8264         1,00,000.00             82,644.63 Cash inflows           3.00       0.7513         1,50,000.00         1,12,697.22 Cash inflows           4.00       0.6830             40,000.00             27,320.54 Cash inflows           5.00       0.6209             25,000.00             15,523.03 PV of Cash Inflows =PVCI         2,83,639.96 NPV= PVCI - PVCO             83,639.96 Statement showing Cash flows Particulars Time PVf 12% Amount($) PV Cash Outflows                -              1.00       -2,00,000.00       -2,00,000.00 PV of Cash outflows = PVCO       -2,00,000.00 Cash inflows           1.00       0.8929             50,000.00             44,642.86 Cash inflows           2.00       0.7972         1,00,000.00             79,719.39 Cash inflows           3.00       0.7118         1,50,000.00         1,06,767.04 Cash inflows           4.00       0.6355             40,000.00             25,420.72 Cash inflows           5.00       0.5674             25,000.00             14,185.67 PV of Cash Inflows =PVCI         2,70,735.68 NPV= PVCI - PVCO             70,735.68 Percentage change in NPV= (70735.68-83639.96)/83639.96*100= -12904.3/83639.96*100= -15.42% So correct answer is The NPV would decrease by 15%

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