Some friends tell you that they paid
$33,991
down on a new house and are to pay
$ 780
per month for
15
years. If interest is
6.9 %
compounded monthly, what was the selling price of the house? How much interest will they pay in
15
years?
Selling price of the house:
$______
(Round to two decimal places as needed.)
Selling price of house is $ 121, 312.89
Interest paid in 15 years is $ 53,078.11
# 1 | ||||
Selling Price of house | = | Down Payment | + | Present value of monthly payment |
= | 33,991.00 | + | 87,321.89 | |
= | 1,21,312.89 | |||
Working: | ||||
Present value of monthly payment | =pv(rate,nper,pmt,fv) | |||
= 87,321.89 | ||||
Where, | ||||
rate | = | 6.9%/12 | = | 0.00575 |
nper | = | 15*12 | = | 180 |
pmt | = | -780.00 | ||
fv | = | 0 | ||
# 2 | ||||
Interest Paid | = | Total repayment | - | Loan amount |
= | (780*180) | - | 87,321.89 | |
= | 1,40,400.00 | - | 87,321.89 | |
= | 53,078.11 |
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