Calculate the future value if present value (PV) = $1,020,  interest rate (r) = 11.9% and number of years (t) = 15

At present, you invest 10,000 pesos in a 15% security for 5 years. During the time, the average annual inflation is 6%. How much, in terms of present pesos, will be the account of maturity? Using this formula F=P(1+f)^n.

What is the future value of $2,425 per year for 13 years at an interest rate of 6.57%? MUST USE EXCEL FORMULA, NOT ALGEBRAICALLY!!

Determine the present​ value, P, you must invest to have the future​ value, A, at simple interest rate r after time t. Round answer to the nearest dollar.   A=​$5,000​, r=8.2​%, t=5 years

Determine the present value P you must invest to have the future value A at simple interest rate r after time t. A = $14,000, r = 7.5%, t = 8 years

Invest $28,000; Compounded quarterly; 30 years; Annual Interest Rate of 3.5%; Find the Future Value.   Variable Value   N =   I% =   PV =   PMT=   FV =    P/Y =    C/Y =    What is the Missing Variable Unit?   Write a Context Sentence:

Find the present value PV of the given future value. (Round your answer to the nearest cent.) Future value $8,100 at 9 1/2 % simple interest for six years.   PV = $   Find the present value PV of the given future value. (Round your answer to the nearest cent.)   Future value $1,119 at 3 5/8 % simple interest for 518 days.   PV= $     PV = $ % simple interest for 518 days

Compute the PV of a perpetuity with monthly payments of $1,000, given an annual discount rate of 4% and a constant annual growth rate in the payment stream of 2% ?

Find the present value PV of the given future value. (Round your answer to the nearest cent.) future valye $5,250 at 4.875 simple interest for 670 days  PV = $

Now it's time to practice what you've learned. Consider a future value of $2,000, 9 years in the future. Assume that the nominal interest rate is 24.00%. Assume that there is semiannual compounding. Entering PMT=0 and a FV=$2,000 into a financial calculator, along with the appropriate periodic interest rate and value of N, yields a present value of approximately $ with semiannual compounding. Assume that there is quarterly compounding. Entering PMT=0 and a FV=$2,000 into a financial calculator, along with the appropriate periodic interest rate and value of N, yields a present value of approximately $ with quarterly compounding. Suppose now that the cash flow of $2,000 occurs only 1 year in the future. Assume that there is monthly compounding. Entering PMT=0 and a FV $2,000 into a financial calculator, along with the appropriate periodic interest rate and value of N, yields a present value of approximately $ with monthly compounding.