Answer:
$35,207.37
Step-by-step explanation:
Future value = Monthly payment * [ [(1 + r)^n – 1 ] / r ] * (1 + r)
Future value = $1500 * [ [(1 +0.01)^21 - 1] / 0.01 ] * 1 + 0.01
Future value = $1500 * [[1.01^21 - 1] / 0.01] * 1.01
Future value = $1500 * [[1.23239194035 - 1] / 0.01] * 1.01
Future value = $1500 * [0.23239194035/0.01] * 1.01
Future value = $1500 * 23.23919 * 1.01
Future value = $35207.37285
Future value = $35,207.37