FIN100_Week10Assignment_DP

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Strayer University *

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100

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Finance

Date

Apr 28, 2024

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xlsx

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4

Uploaded by Everythingisalleged

Week 10 Assignment: Capital Management Your name: Destiny President Calculate the NPV for Project #1 Variable Amount Discount rate (rate of return) 10% Cash flow for year one $0.00 Cash flow for year two $100,000.00 Present value $82,644.63 Cost of investment $50,000.00 Net present value (NPV) $32,644.63 Calculate the NPV for Project #2 Variable Amount Discount rate (rate of return) 10% Cash flow for year one $50,000.00 Cash flow for year two $25,000.00 Present value $66,115.70 Cost of investment $50,000.00 Net present value (NPV) $16,115.70 Evaluate the Net Present Value (NPV) Evaluate the Internal Rate of Return (IRR) Project Internal Rate of Return (IRR) Project #1 41% Project #2 37% What does the IRR tell us about Project #1? What does the IRR tell us about Project #2? Make a Decision What does the NPV tell us about Project #1, and why is this important? projects is projected to generate a profit greater than the required rate of return. This is important because it shows that it may be What does the NPV tell us about Project #2, and why is this important? Although the NPV is lower than projected in Project #2 it still tells us that the project is profitable which is important for investors. The IRR tells us that Project #1 would bring in 5% more in profit. The IRR tells us that Project #2 would bring in 5% less in profit.
Why is this project the best choice? Based on the long-term increase in value, which project is the best choice for Just Running? The best choice for Just Running is Project #1 because although the Project isn't projected to show any profit in year 1, it still shows more profit in the second year than Project #2 in both years. It shows that the company would get more out of the investment. How does your decision connect to the first financial principle, money has a time value? My decision connects back to the first financial principle because I determined the future cash flows of the project.
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