The true cost of a loan: the rate after the fees are folded in

Two loans with the same interest rate aren't equal if one charges more in fees. See the effective annual rate once upfront fees and points are folded in — and the total cost of borrowing in dollars.

$
%
years
$
Effective annual rate (rate + fees)6.90%
Cost of borrowing (interest + fees)$388,633.47
Your note rate
6.50%
Total interest over the loan
$382,633.47
Upfront fees & points
$6,000.00

The effective rate compounds monthly, so it sits a little above the APR a lender quotes under Truth in Lending (which annualizes the same monthly rate without compounding). Both fold the upfront fees into the rate; both beat comparing note rates alone.

A loan is sold on its interest rate, but the rate isn’t the whole price. Two loans can quote the same rate and cost very different amounts, because one piles on fees the other doesn’t. The honest way to compare them is to fold the fees into the rate — and that’s exactly what this tool does, then shows the cost in plain dollars too.

How it works

The note rate only counts interest. To capture the fees, the calculator asks a sharper question: given the money you actually receive (the loan minus upfront fees) and the payments you actually make, what single annual rate makes the two balance? That rate — the effective annual rate — is found by solving for the internal rate of return, the same idea behind a lender’s APR. As the CFPB explains, the APR “is the interest rate plus any additional fees charged by the lender,” which is why it’s usually higher than the rate on the page.

Below the rate, the tool also adds up the total interest over the loan and the upfront fees, so you can see the cost of borrowing as a number of dollars, not just a percentage.

An example

Take the values already filled in: a $300,000 loan at a 6.5% note rate over 30 years, with $6,000 in upfront fees and points. Folding the fees in lifts the effective rate to about 6.90% — and a U.S. lender would quote an APR near 6.7% for the same loan, a touch lower because it doesn’t compound. In dollars, you’d pay roughly $382,600 in interest plus the $6,000 in fees, for a $388,600 cost of borrowing. Now drop the fees to zero: the effective rate falls back toward the note rate. That gap is the fees, expressed as rate — which is what lets you compare a low-rate-high-fee loan against a higher-rate-no-fee one on equal footing.

The part that matters

The rate with fees folded in is the number to compare across offers. Three honest notes:

Change the values above to compare two real offers — same amount and term, different rate and fees — and let the effective rate settle which one is actually cheaper. If you already have a loan and rates have fallen, the refinance calculator shows whether switching pays off.

Frequently asked questions

What's the difference between the interest rate and this effective rate?

The note rate is the cost of borrowing the money, as a percentage — it ignores fees. The effective rate (and the lender's APR) fold in the upfront fees and points, spreading them across the life of the loan. As the CFPB puts it, the APR 'is the interest rate plus any additional fees charged by the lender,' which is why it's usually higher than the rate.

Why is this number slightly higher than the APR my lender quotes?

Because this figure compounds monthly — it's the effective annual rate. The APR a U.S. lender quotes under Truth in Lending takes the same monthly rate and multiplies by 12 without compounding, so it comes out a touch lower. In the mortgage range the gap is small (a fraction of a percent); both fold in fees, and both are far better than comparing note rates alone.

Which fees should I include?

Include the costs you pay to get the loan that don't come back — origination fees, discount points, and similar upfront charges. Leave out things you'd pay anyway or that aren't the lender's charge (like prepaid property tax). The more honestly you enter the real upfront cost, the closer the effective rate reflects what the loan actually costs you.