Consider a 30-year mortgage for $374680 at an annual interest rate of 5.2%. After 12 years, the mortgage is refinanced to an annual interest rate of 3.4%. How much interest is paid on this mortgage? Round your answer to the nearest dollar.
Solution:
Rate for period(0.052/12) | 0.00433333 |
Total No of Payments(30*12) | 360 |
Present Value | $374,680 |
Future Value | 0 |
Payment per period | $2057.41 |
=PMT(0.052/12,360,-374680,0,0) |
Rate per period(0.052/12) | 0.00433333 |
Total No of Payments(12*12) | 144 |
Payment per Period | $2057.41 |
Present Value | $374,680 |
Future value | $288,201.21 |
(-FV(0.052/12,144,2057.41,-374680,0)) |
Principle paid(374680-288201.21) | $86,478.79 |
Interest paid(2057.41*144-86478.79) | $209,788.25 |
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