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What does your loan really cost?

How much you pay in total, how much of it is interest, and the effective annual rate.

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Fee, insurance or other costs taken out of the amount. Leave it at 0 if there are none.

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Educational estimate based on the data you enter. It doesn't include taxes or future changes. It's not an offer or personalized advice.

How it's calculated

They tell you "the payment is $255", but that doesn't tell you what the money costs. This calculator starts from what you receive, the payment and the number of payments, and finds the rate that makes it all add up.

Total paid = payment × number of payments. Interest = total paid − amount received. The equivalent monthly rate is the rate i that satisfies: amount = payment × (1 − (1 + i)^−n) / i, which we solve by successive approximations. The effective annual rate is (1 + i)^12 − 1.

Example (the one that comes loaded): you receive $5,000 and pay 24 payments of $255. You pay $6,120 in total, $1,120 of cost, a monthly rate of 1.68% and an effective annual rate of about 22.2%. With payments of $225 ($5,400 in total) the rate drops to about 7.8%. In Paraguay, the central bank (BCP) publishes a maximum effective annual rate every month for loans in guaraníes: 27.26% in October 2026. Choose guaraníes in the currency menu and this calculator tells you which side of that cap you're on.

Watch out for this

  • Always ask for the total cost and the effective annual rate in writing before you sign.
  • Check whether there's insurance or fees on top of the payment: enter them in the fees field.
  • If the bank shows you a "nominal" rate, it's not the same as the effective one: the effective rate includes how interest compounds.

Frequently asked questions

Questions about this calculator

Still have a question? Write to us

What is the effective annual rate?

It's what the loan really costs you over a year, counting interest that builds up month after month. It lets you compare different loans with each other.

Why is it different from the rate I was quoted?

Often you're only told a nominal rate, or just the payment. Here we calculate from what you receive and what you pay, so we include everything that's inside the payment.

Does it work for cards, motorcycles or consumer loans?

Yes, for any loan with equal payments. If the payments change from month to month (for example, a variable rate), the result is only an approximation.