Two payments of $12,000 and & 3,400 are due in 1 year and 2 years, respectively. Calculate the two equal payments that would replace these paymemts, made in 9 months and in 4 years if money is worth 7% compounded quarterly.

Q: A person plans to make equal monthly deposits into this account for 20 years at the rate of 6%…

A: Present Value of annuity refers to the value of regular cash flows or payments at equal intervals at…

Q: A payment of $750 is due in 2 years, and $5,100 is due in 4 years. What single payment made today…

A: The concept of TVM refers to the interest-earning capacity of money because of which the money…

Q: Two payments of $5,000 are to be received four and eight months from now. a. What is the combined…

A: Present value is the equivalent today of the future payments that are going to be received in the…

Q: What equal payments in 3 years and 5 years would replace payments of $47,500 and $72,500 in 6 years…

A: The concept of time value of money will be used here. As per this concept money has the power to…

Q: w much will be in an account at the end of five years the amount deposited today is $10,000 and…

A: The given problem can be solved using FV function in excel. FV function computes  future value for…

Q: What equal payments in 2 years and 5 years would replace payments of $ 37,500 and $97, 500 in 7…

A: Periodic payment refers to an amount that is being paid at every period including the interest and…

Q: What payment, made at the end of each year for 11 years, will accumulate to $14,500 at 6% compounded…

A: Here the effective annual rate (ear) will be computed first.EAR = (1+(given rate/m))^m-1Given rate…

Q: A payment of $11,335 is due in 3 year, $18,000 is due in 4 years, and $8,850 is due in 6 years. What…

A: The present value of a future amount is calculated using the following formula,

Q: years. What single equivalent payment made today would replace the three original payments? Assume…

A: The time value of money recognizes the idea that the value of an amount of money today differs from…

Q: Two payments of $18,000 and $3,700 are due in 1 year and 2 years, respectively. Calculate the two…

A: Compound interest is a type of the interest which is charged on the loan. Compound interest is…

Q: A payment of $25,000 is due today. What three equal payments, one in 3 years, one in 5 years, and…

A: Present Value refers to a concept that states the discounted value or say value at today's time of…

Q: a series of 12 annual payments of $2400 is equivalent to three equal payments, one each at the end…

A: Present Value:  The present value is the value of cash flow stream or the fixed lump sum amount at…

Q: You have a financial goal of $140,000. The rate is 3% compounded annually. The time is 16 years.…

A: Formula to calculate annual periodic deposit Annuity=FV *r[(1+r)n-1] Where, FV = Future value r =…

Q: Compute to the penny the present value of $5,000 dollars to be paid at the end of four years if (a)…

A: Future value is a financial concept that refers to the projected value of an investment or asset at…

Q: Find the interest rate needed for the sinking fund to reach the required amount. Assume that the…

A: Compound = Quarterly = 4Future Value = fv = $19,654Time = nper = 4 * 4 = 16Payment = pmt =…

Q: How much will be in an account at the end of five years the amount deposited today is $10,000 and…

A: The given problem can be solved using FV function in exceL. FV function computes amount BALANCE in…

Q: Two payments of $7,500 each must be made three years and six years from now. If money can earn 8.4%…

A:

Q: If you contribute $1000.00 into an RRSP every six months for fifteen years and interest on the…

A: GIVEN, pmt =$1000 NPER = 15 X 2 =30 RATE = 8%2=4% PV=0

Q: Find the lump sum deposited today that will yield the same total amount as payments of $15,000 at…

A: Answer -   Formula for Lump Sum deposited Today -  P = R ( 1 - (1+i)-n/ i)

Present Value

Present value (PV) is defined as the current or present value of all future sums of cash flow or money at a specified rate of return. This rate of return is known as the discounted rate, which is essentially the interest rate, discounted over some time. The expected cash flows are discounted at a discount rate to compute the present value. The higher the discount rate, the higher the future value (FV), but the lower the present value.