In: Finance
Monthly maximum mortgage payment on loan = 1000 - 55 - 60 = 885
Present value of loan payments is equal to loan amount:
a | Present value of annuity= | P* [ [1- (1+r)-n ]/r ] | ||
P= | Periodic payment | 885.00 | ||
r= | Rate of interest per period | |||
Annual interest | 5.00% | |||
Number of payments per year | 12 | |||
Interest rate per period | 0.05/12= | |||
Interest rate per period | 0.417% | |||
n= | number of periods: | |||
Number of years | 15 | |||
Periods per year | 12 | |||
number of payments | 180 | |||
Present value of annuity= | 885* [ (1- (1+0.00417)^-180)/0.00417 ] | |||
Loan amount | 111,912.89 | |||
Plus down payment | 10,000.00 | |||
Maximum home purchase | 121,912.89 |
Answer is 121,912.89
please rate.