Example Mortgage
|
Mortgage Information
|
|
Loan amount |
$300,000.00 |
|
Term |
30 years |
|
Interest rate |
6.250% |
|
After tax rate |
4.500% |
|
Monthly payment |
$1,847.15 |
|
First year interest |
$18,650.44 |
|
First year tax savings |
$6,062.12* |
|
|
Closing Costs
|
|
Origination fee |
$3,000.00 |
|
Paid for points |
$3,000.00 |
|
Other fees |
$800.00 |
|
Total closing costs |
$6,800.00 |
|
Total interest paid in the first year would be $18,650.44.
You also paid $3,000.00 for 1.00 discount point(s). With a
combined state and federal tax rate of 28.00%*, you could save
$6,062.12 in the first year. Your average tax savings over the
30-year loan term is $3,434.44 per year. Your effective interest
rate after taxes is 4.500%.
Your APR is 6.464% for this loan. After taxes your APR is
4.654%.
Annual Percentage Rate (APR) is a standard calculation used
by lenders. It is designed to help borrowers compare different
loan options. For example, a loan with a lower stated interest
rate may be a bad value if its fees are too high. Likewise, a
loan with a higher stated rate with very low fees could be an
exceptional value. APR calculations incorporate these fees into
a single rate. You can then compare loans with different fees,
rates or different terms. While APR calculations may vary from
lender to lender to a small degree, all lenders must follow the
same basic rules.
|