A foundation wants to pay a prize of €1 000 at the end of every year, forever. The fund earns 8% interest per year. How much must be invested today? Find PV.
Time value of money worksheet with answers
You will receive €15 000 in 7 years. The interest rate is 2.5% per year, compounded annually. What is this amount worth today? Find the present value PV.
You invest €3 000 at a nominal rate of 5% per year, compounded quarterly. Find the value FV of the investment after 9 years.
You invest €5 000 at 5% per year with continuous compounding. Find the value FV after 16 years.
A loan of €150 000 is repaid with equal monthly payments over 30 years. The interest rate is 4.2% per year, compounded monthly. Find the monthly payment A.
You borrow €20 000 at 4.8% per year, compounded monthly, and repay €300 at the end of every month. How many months does it take until the loan is repaid (the last payment may be smaller)? Give the number of payments N.
Answer key
- 1. PV = 12500 €
- 2. PV = 12619 €
- 3. FV = 4692 €
- 4. FV = 11128 €
- 5. A = 733.5 €
- 6. N = 78 payments
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