Answer:
$156,454.87
Explanation:
Future Value of an annuity due: FV = Pmt x ((1+r)n -1))/r) x (1+r)
When Payment per period (PMT) = $10,000, Discount Rate per period= 8%,Number of periods (n) = 10
Future Value = $10,000 * ((1+0.08)^10 -1))/0.08) * 1.08
Future Value = $10,000 * [(1.08)^10 - 1 ]/ 0.08 * 1.08
Future Value = $10,000 * 2.15892499727-1/0.08 * 1.08
Future Value = $10,000 * 1.15892499727/0.08 * 1.08
Future Value = $10,000 * 14.486562465875 * 1.08
Future Value = 156454.87463145
Future Value = $156,454.87