A foundation wants to pay a prize of €500 at the end of every year, forever. The fund earns 6% interest per year. How much must be invested today? Find PV.
Time value of money worksheet with answers
You will receive €20 000 in 7 years. The interest rate is 3% per year, compounded annually. What is this amount worth today? Find the present value PV.
You invest €5 000 at a nominal rate of 4% per year, compounded quarterly. Find the value FV of the investment after 7 years.
You invest €20 000 at 8% per year with continuous compounding. Find the value FV after 14 years.
You borrow €15 000 at 5.4% per year, compounded monthly, and repay €225 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.
A loan of €15 000 is repaid with equal monthly payments over 5 years. The interest rate is 6% per year, compounded monthly. Find the monthly payment A.
Answer key
- 1. PV = 8333 €
- 2. PV = 16262 €
- 3. FV = 6606 €
- 4. FV = 61297 €
- 5. N = 80 payments
- 6. A = 290 €
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