In: Finance
11. Choose the best answer
Calculate the future value of a 5-payment “due” annuity of 1,000 if the interest rate is 5%
Due: 1st- 5th 1000
Possible Answers:
$ 9,525.63
$ 7,525.63
$ 5,525.63
$ 6,525.63
| FV of annuity | = | P * [ (1+r)^n -1 ]/ r | |
| Periodic payment | P= | $ 1,000.00 | |
| rate of interest per period | r= | ||
| Rate of interest per year | 5.0000% | ||
| Payment frequency | Once in 12 months | ||
| Number of payments in a year | 1.00 | ||
| rate of interest per period | 0.05*12/12 | 5.0000% | |
| Number of periods | |||
| Number of years | 5 | ||
| Number of payments in a year | 1 | ||
| Total number of periods | n= | 5 | |
| FV of annuity | = | 1000* [ (1+0.05)^5 -1]/0.05 | |
| FV of annuity | = | 5,525.63 |
Answer is:
5,525.63