How are credit card APRs calculated?

I was in the Halifax today and saw their advert for a 9 month interest free deal on credit card balance transfers. It said that the "typical" APR is

9.9%, and it might be as high as 18.9% in some circumstances.

How is this APR calculated? Does it take the interest free period into account? Does it mean that if I transfered £1000 to their card today, and I was one of the ones who got a 18.9% rate, I would owe £1189 on 11 Feb

2005 assuming I made no payments towards it before then and they didn't apply any penalties for non payment?

If so, does it mean that the rate after the interest free period is actually more like 99.9%?

I'm not actually looking to borrow money. Just curious about the extent to which those that do get fleeced by the banks.

Reply to
Jonathan Bryce
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I have had the Halifax platinum credit card on 0% for the last few months and have transferred about 6k to it and haven't paid any interest so far and wont do until the summer when it reverts to their standard rate of about

13.9% APR. I think you may be asked to pay higher interest if your credit score is bad. Also the capital one card gave me a higher rate a couple of years ago because I was only 20 and so was in a high risk group.
Reply to
Mr Bean

In message , Jonathan Bryce writes

It is that rate of interest which, when applied to a discounted cash flow made up of all the payments made in a credit agreement would produce a Net Present Value equal to the amount lent.

Yes.

no

No.

The calculation assume that you borrow some dosh and then make the minimum monthly payment that the lender will allow, typically 5% or 3% of the balance outstanding, and then keep making those payment until the debt is repaid. For the first months, during the offer period, those payments directly reduce the debt but thereafter interest will be added, thereby increasing the debt and lengthening the time it will take to repay. The longer you take to repay then the higher the APR. But if you repaid the loan in equal instalments over a shorter period then the APR would be lower and possibly more like the 'typical' apr.

Reply to
john boyle

If anybody ever tells you nostalgia ain't what it used to be, they're right. It just keeps getting better.

Reply to
Ronald Raygun

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