Consider a series of $12,564 end-of-period CFs spanning 2015-2024. The interest rate is 5%. What is the equivalent value of this series at the beginning 2015? (answer: $97,015.88)
This is the answer but i do not know the formula to get this answer. Thanks.
We just need to use present value formula to find the value at the begining.
PV = CF1/(1+R)1+CF2/(1+R)2+...................+CF10/(1+R)10
Consider a series of $12,564 end-of-period CFs spanning 2015-2024. The interest rate is 5%. What is...
Consider a series of end-of -period CFs spanning 2045-2056, which decrease by a fixed amount each period. The amount of the first CF in the series is $1,097 and the decrement is $73. The interest rate is 2.6%. What is the equivalent value of this series at the beginning of 2045? (answer: $7,318.57) Please show all work written out with formulas. I need to know how to arrive at the answer thanks.
Consider a series of $135 end of -period CFs spanning 2053-2057. The interest rate is 1.2%. What is the equivalent value of this series at the end of 2046? (answer: $606.37) Please show work
Consider a series of $98 end-of-period CFs spanning 2052-2055 and a $52 CF at the end of 2040. The interest rate is 2.3%. What is the equivalent value of these CFs at the beginning of 2060?
Consider a series of $113 end-of-period CFs spanning 2050-2056 and a $50 CF at the beginning of 2042. The interest rate is 2.5%. What is the equivalent value of these CFs at the end of 2035?
Consider a $29,070 CF at the end of 2039. The interest rate is 6.8%. What is the equivalent uniform amount for a series of end-of-year CFs spanning 2012-2039? (answer: $372.31) What formula do they use to get this value?
Calculate the PV of a series of cash flows at 5% interest rate per annum. The series of cash flows are as follows: $1,500 today, $2,500 at the end of period 1, $3,500 at the end of period 2, and $4,800 at the end of period 3.
2. What is the present worth of a series of equal end-of-quarter payments of $1,500 if the series extends over a period of eight years at 9% interest compounded monthly? (15 points) You are not required to calculate the final answer for this question. You will get full credits with the case number (I/II/III), the complete first three steps, and the last step with the factor equation (in last step clearly showing which factor, what the interest rate is, and...
2. What is the present worth of a series of equal end-of-quarter payments of $1,500 if the series extends over a period of eight years at 9% interest compounded monthly? (15 points) You are not required to calculate the final answer for this question. You will get full credits with the case number (I/II/III), the complete first three steps, and the last step with the factor equation (in last step clearly showing which factor, what the interest rate is, and...
Referencing the Relations for Discrete Cash Flows with End of Period Compounding posted as a guide, and given: an arithmetic gradient value, G = $5,000, an interest rate, i=10% per year, and a time period, n=5 years, and a Uniform Series, A=?, that is unknown, (a) construct a cash flow diagram (CFD), and (b) calculate the unknown Uniform Series, A=?, using the Arithmetic Gradient Uniform Series formula, showing all algebraic steps in your Solution.
Question 1: An annuity pays $100 at the end of each period for 10 periods. Set up the CFs in an Excel spreadsheet as follows: 0 1 100 2 100 3 100 4. 100 5 100 6 100 7 100 8 100 9 100 10 100 For these cash flows the appropriate discount rate is 6%. What is the PV of this series of cash ws? Solve the problem using the following approaches: a. Estimate the PV as the sum...