Suppose you open a mutual fund account that is expected to provide a 9% return per year. If you invest $2,416 into this account right away and then invest $1,264 into it two years later, how much money will you have in total in the account 4 years later?
Date | Beginning Balance | Rate of return | Absolute return | Closing Balance |
10/01/2020 | 2,416.00 | 9% | 217.44 | 2,633.44 |
10/01/2021 | 2,633.44 | 9% | 237.01 | 2,870.45 |
10/01/2022 | 4,134.45 | 9% | 372.10 | 4,506.55 |
10/01/2023 | 4,506.55 | 9% | 405.59 | 4,912.14 |
10/01/2024 | 4,912.14 | 9% | 442.09 | 5,354.23 |
It is assumed that we start our first investment on 10/01/2020 and 4 years ends on 10/01/2020. So, the end of year 4, I will have USD 5354.23 in my mutual fund account.
Absolute Return = Beginning balance*Rate of return |
Closing Balance = Beginning balance + Absolute return |
Amount at the beginning of 10/01/2022 is 2870.45+1264 = 4134.45 |
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