Question

consider a constant payment “interest only” mortgage loan. the loan balance is L with the annual interest rate of r for t years. calculate the monthly payment

Answer 1

Monthly Payment = (P * R* (1 + R)N)/((1 + R)N-1)

R = Annual Rate/ 12 = r/12

N- Noo fMonths-t 12

Monthly Payment= (L * (r/12*100) * ( 1+ r/12*100)^12t / ((1+r/12*100)^12t -1)

Lr/1200 * ((1200+r)/1200)^12t / {[((1200+r)/1200)^12t] - 1}

If ((1200+r)/1200)^12t = M

MP = Lr/1200 * M/(M-1)