Answer:
$44,440.96
Explanation:
We must find the future value of the initial $7,900 deposit and the annuity (17 deposits of $1,200 each)
- future value of the initial deposit = present value x (1 + interest rate)ⁿ = $7,900 x 1.04¹⁸ = $16,003.95
- future value of the annuity = Payment x ([1 + interest rate]ⁿ - 1) / interest rate = $1,200 x (1.04¹⁷ - 1) / 0.04 = $28,437.01
total amount on Angela's savings account = $16,003.95 + $28,437.01 = $44,440.96
