How long before a scheduled payment of $3,354 will a payment of $3,018 be economically equivalent? Assume money is worth 4.25% compounded quarterly. Round your answer to the nearest month.

What is the future value in 2 years if you invest $100 at the beginning of each month for 12 months starting today at a rate 3%, compounded semi- annually? a. 1,216.53 b. 1,253.30 c. 1,219.56 d. 1,256.42

How long will it take to pay off a loan of ​$47,000 at an annual rate of 8 percent compounded monthly if you make monthly payments of ​$650​? Use five decimal places for the monthly percentage rate in your calculations.   The number of years it takes to pay off the loan is enter your response here years.  ​(Round to one decimal​ place.)

Suppose you make 40 annual deposits of $3,000 in an account with an APR of 10% and daily compounding. Assuming the first deposit will occur immediately and the remaining deposits occur exactly one year apart, how much money will be in the account at the end of the 40 years?

Scheduled payments of ​$338​, ​$859​, and ​$1011 are due in one year​, four years, and six years respectively. What is the equivalent single replacement payment two-and-a-half years from now if interest is 5.4% compounded monthly?

You decide to invest $3000 into an account that earns an APR of 3% compounded monthly for 16 months. How much money is in your account after 16 months? (Round your answer to the nearest cent.)

A scheduled payment of $5,500 due in one year is to be replaced with two payments: the first due in 8 months and the second due in 17 months. Calculate the size of the two payments if the second payment is to be twice as large as the first payment, and money can earn 9% compounded monthly. First payment: $0.00 Second payment: Round your answers to the nearest cent $0.00

Payments of $4,000, $5,200 and $6,500 are due in four months, sixteen months and eighteen months respectively. What is the equivalent payment one year from now if money is worth 6% compounded quarterly?

ASS000 payment is scheduled for six months from now. If money is worth 6.75%, calculate the payment's equivalent values at two-month intervals beginning today and ending one yea from now.

Scheduled payments of $800 due two months ago and $1200 due in one month are to be repaid by a payment of $1000 today and the balance in three months. What is the amount of the final payment if the simple interest rate is 7.75% p.a and the focal date is one month from now?