Answer:
$2,264.04
Explanation:
To find future value we use the formula:
Future Value = Annual payment × Future value annuity factor
Therefore,
[tex] FV = P * [((1+r)^n - 1) / r] [/tex]
Where P = Principal amount = $180
r = rate = 5% == 0.05
n = 10 years
[tex] = 180 *[((1+0.05)^1^0) / 0.05] [/tex]
[tex] = $180 * 12.578 [/tex]
= $2,264.04
Therefore the Future Value is $2,264.04