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VEHICLE & ASSET FINANCE / CAR FINANCE

Car loan effective interest rate calculator

The effective rate on your car finance

Work out the effective interest rate on a car loan. Enter the amount, any fees, the monthly payment and the term in months.

Your details

£
£
£
months
YOUR RESULT
APR8.3%
Monthly payment£366.19
Total cost of credit£2,577.12
Total repaid£17,577.12
Interest rate (monthly rate × 12)8%

Nominal and effective rates

Car finance rates are charged monthly, so the effective annual rate, which includes compounding, is a little higher than the quoted rate. Fees push it higher still.

The calculator finds the monthly rate at which your payments exactly repay the money you actually receive, then turns it into an annual rate including the effect of compounding: APR = (1 + monthly rate)^12 − 1. Fees paid upfront reduce the money you receive, so they push the APR up.

Worked example

£15,000 repaid at £366.19 a month for 48 months has a nominal rate of 8.0% and an effective rate (APR) of 8.3%.

Comparing deals

Use the effective rate or APR, plus the total amount payable, to compare car finance offers.

Inputs for the car loan effective interest rate calculator

01

Amount borrowed

The amount of the loan.

02

Upfront fees

Any arrangement or other fees you pay at the start, or that are taken from the loan. Enter 0 if there are none.

03

Monthly payment

Your regular monthly repayment from the quote or agreement.

04

Term

How many months the payments last.

CALCULATOR QUESTIONS

Car loan effective interest rate calculator questions

What's the effective interest rate?

The annual rate once monthly compounding and fees are included.

Why is it higher than the quoted rate?

Because of compounding and any fees.

What's the difference between APR and the interest rate?

The interest rate is what's charged on the balance. The APR also includes compulsory fees and the effect of compounding, so it's the better figure for comparing deals.

Does this cover PCP?

No. PCP's final payment needs a different calculation.

Last reviewed: