For a 20-year geometric cash flow progression increasing at 2% per year, the first-year amount is P1,020 and the interest rate is 10% per year, find its PW.
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For a 20-year geometric cash flow progression increasing at 2% per year, the first-year amount is P1,020 and the interest rate is 10% per year, find its PW.
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- For a 20-year geometric cash flow progression increasing at 2% per year, the first-year amount is P1,020 and the interest rate is 10% per year, find its FW.What are the PW and FW of a 20-year geometric cash-flow progression increasing at 2% per year if the first year amount is $1,020 and the interest rate is 10% per year?What is the present value of the following cash-flow stream if the interest rate is 12%? You receive 100 at the end of first year, 800 at the end of second year, and 460 at the end of third year. (12% is annual interest rate and given annual compounding) (Please round your answer to the nearest whole number)
- Consider the following three cash flow series: Determine the values of X and Y so that all three cash flows are equivalent at an interest rate of 15% per yearcompounded yearly.Consider an EOY geometric sequence of cash flows in which the first payment made was P2,000. This is continued for 5 years. Determine the Future equivalent values. The rate of increase is 20% per year after the first year, and the interest rate is 25% per year.A cash flow series is increasing geometrically at the rate of 6% per year. The initial cash flow at t = 1 is $1,000. The increasing payments end at t = 20. The interest rate in effect is 15% compounded annually. Find the present amount at t = 0 that is equivalent to this cash flow series.
- For the given cash flow, if the equivalent uniform annual payments is $5000 and the interest rate is 25% per year. End of 1 3 4 6. 7. Year Cost 2A 2A+30 2A+60 2A+90 2A+120 2A+150 2A+180 2A+210 2A+240 Determine the amount of (A) ? Determine the equivalent present value?An investment offers to pay you $300 per quarter for 10 years. If the annual rate is 11% with quarterly compounding, then what is the present value of these cash flows? Answer N I PV PMT FVThe annual payment from a cash flow is expected to grow 4% per year from year 1 to year 10, after which it will remain constant and equal to k10. What is the net present value of this infinite cash flow if k1 = 104 and the discount rate is 8%.
- Consider an EOY geometric gradient, which lasts for eight years, whose initial value at EOY one is $5,000 and f= 6% per year thereafter. Find the equivalent uniform gradient amount over the same period if the initial value of the cash flows at the end of year one is $4,000. Answer the following questions to determine the value of the gradient amount, G. The interest rate is 8% per year. Solve, a. What is P0 for the geometric gradient series? b. What is P0 of the uniform (arithmetic) gradient of cash flows? c. What is the value of G?Consider an EOY geometric gradient, which lasts for eight years, whose initialvalue at EOY one is $250,000 and f = 6% per year thereafter. Find the equivalentuniform gradient amount over the same period if the initial value of the cash flowsat the end of year one is $200,000. Answer the following questions to determinethe value of the gradient amount, G. The interest rate is 8% per year.Assume that time is measured in years and that interest rates are constant. A cashflow of amount £1000 is paid each year, with the first payment made at time 1 and the last payment made at time 20. Using a constant effective interest rate of 3% per annum, calculate the present value at time 0 of the cashflows.