You receive $100 per year for the next 10 years starting 1 year from today for a total of 10 payments. If the interest rate that you receive is 5% per year and the inflation rate is 3% per year, draw the cash flow diagram in constant dollars with a base year of 0. Solve for the future value at year 10 using constant dollar analysis.
Constant dollar payments = payment/(1 + inflation rate)n
inflation rate = 3%
interest rate = 5% and payment = $ 100
time period = 10 years
T | Constant $ payment |
1 | 97.09 |
2 | 94.26 |
3 | 91.51 |
4 | 88.85 |
5 | 86.26 |
6 | 83.75 |
7 | 81.31 |
8 | 78.94 |
9 | 76.64 |
10 | 74.41 |
FV = 97.09 x (1 + 5%)9 + 94.26 x (1 + 5%)8 + ...... + 74.41 x (1 + 5%)0
FV = $ 1085.65
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