10. Time Value of Money

Which formula below represents a present value factor?

What is the formula to calculate the monthly payment (PMT) on a 60-month loan with principal $P$, annual interest rate $r$, and monthly payments?

What is the present value of a \$350 payment to be received in one year if the discount rate is 10\%?

Borrowing money to pursue an advanced degree makes sense if:

A loan has an APR of 8.5\% and an EAR of 8.5\%. Given this, the loan must:

Given the following information, solve for the unknown annual interest rate ($r$):An investment of $5,000 grows to $7,500 in 5 years with interest compounded annually. What is the annual interest rate?A) 8.45% B) 10.00% C) 12.47% D) 15.00%

Inga has an outstanding loan with a remaining balance of $12,000. She makes fixed annual payments of $3,000 at an annual interest rate of 5\%. Using the time value of money equations, how many more years will it take Inga to pay off the loan?

Which of the following formulas correctly calculates the future value of an ordinary annuity when additional equal investments are made at the end of each period for $n$ periods at an interest rate $r$ per period?

Which of the following best describes an ordinary annuity in the context of time value of money equations?

What is the present value of a \$200 payment to be received in three years if the discount rate is 8\% per year, compounded annually?

What is the annual rate of return (to the nearest percent) earned on a $1,000 investment that grows to $1,800 in six years? (Assume interest is compounded annually.)

Which of the following formulas correctly uses the PV function in Excel to calculate the present value of an investment with an annual interest rate of 6% (entered in cell B2), 10 periods (entered in cell B3), and a payment of $1,000 per period (entered in cell B4), assuming payments are made at the end of each period?

You expect to receive \$5,000 in 25 years. How much is it worth today if the discount rate is 5.5\% compounded annually?

What is the present value of a $775 annuity payment received at the end of each year for 6 years, if the interest rate is 11\% per year? (Assume ordinary annuity)

Which one of the following variables is the exponent in the present value formula $PV = \dfrac{FV}{(1 + r)^n}$?