Find the total present worth of a series of cash flows with an annual interest rate of 2% per year. Round your answer to the nearest cent. Initial benefit of 3,995 at year 0 Benefit of 10,204 at year 3 Salvage value of 834 at year 4
Added by Alan P.
Step 1
Given: - Annual interest rate \( r = 0.02 \) - Cash flows: - Year 0: \( 3,995 \) - Year 3: \( 10,204 \) - Year 4: \( 834 \) Now, let's calculate the present worth step by step. ** Show more…
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Anand J.
This depicts an example problem with a series of year-end cash flows extending over eight years. The amounts are $100 for the first year, $200 for the second year, $500 for the third year, and $400 for each year from the fourth through the eighth. These could represent something like the expected maintenance expenditures for a certain piece of equipment or payments into a fund. Note that the payments are shown at the end of each year, which is a standard assumption (convention) for this book and for economic analyses in general, unless we have information to the contrary. Using an annual interest rate of 5%, it is desired to find: (a) the present value of the cash flows (b) the future value of the cash flow (c) the annual equivalent value, A
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