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These numbers are taken from the illustration. - A loan of $100,000 for 30 years at 6.25% interest gives you an actual payment of $615.72. The closing costs at the bottom of the illustration totals $2800.00 giving us an APR interest rate of 6.511%
- The lender is only giving you $100,000, but you are paying back $102,800 ( $100,000 + $2800).
To prove that the APR rate is 6.511% involves two steps: Step 1 - Find out what the payment would be on a mortgage of $102,800
- Plug these amounts into the illustration (30 years at 6.25%)
- The payment would be $632.96 per month
Step 2 - Input the amount of $100,000 into the illustration which is the actual amount of money being received from the lender
- Plug these amounts also into the illustration (30 years at APR 6.511%)
- The payment would be $632.96 per month the same as the payment
in Step 1 above only we used the APR 6.511% rate.
As stated earlier, the difference is that you are receiving only $100,000 from lender, but paying back a total of $102,800 for 30 years at an APR of 6.511% for a payment of $632.96 per month. The APR for a loan with no fees or closing costs is always the same as the stated interest rate. | |