You make the following five end-of-year deposits into your investment account that earns 9% annual interest: $600 in year 1, $700 in year 2, $500 in year 3, $300 in year 4, and $400 in year 5. Note that the first cash flow of $600 which occurs at the end of year 1 earns interest for four years.What is the balance in your investment account at the end of year 5? Round to the nearest dollar amount.
Year | Deposit | Formula | Future value |
1 | 600 | =600*(1+9%)^(5-1) | 847 |
2 | 700 | =700*(1+9%)^(4-1) | 907 |
3 | 500 | =500*(1+9%)^(3-1) | 594 |
4 | 300 | =300*(1+9%)^(2-1) | 327 |
5 | 400 | =400*(1+9%)^(1-1) | 400 |
Total | 3,075 | ||
Total Investment at the end of year 5=$3,075 |
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