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New Goldfish offer 3.9% until 2010 with 3% fee
[Deleted User]
Posts: 0 Newbie
in Credit cards
As title really, low rate expires July 2010. Approx cost is 15.5% over 3 years (1.03*1.039^3 -1) ie approx 4.9% pa for the three years so may appeal to some with debt / offset mortgage. This ignores repayments.
On goldfish site unless Martin has an affiliate link?
On goldfish site unless Martin has an affiliate link?
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Comments
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I'm confused - so with the 3% fee, it effectively works out as 15.5% apr per year over 3 years?0
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I'm confused too - but i think he's saying it's 15.5% in total for 3 years - not 15.5% per month... maybeAfter falling off the gambling wagon (twice): £33,600 (24,000+ 9,600) - Original CC Debt: £7,885.91
Dad Gift 6k ¦ Savings & Inv Tst: £2,500
Loan 10k: £0 ¦ Dad 5.5k: £2,270 ¦ LTSB: £0 ¦ RBS: £0 ¦ Virgin £0 ¦ Egg £0
Total Owed: £2,270 (+6k) 11/08/20110 -
Oh, I am just being stupid. 15.5% is the total over 3 years, not annually. My mind is slow today and its been a while since I've been on this board. Its all coming back to me now though.........0
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Sorry if this wasn't clear - 15.5% is the cost over the whole 3 years which breaks down as 4.9% per annum.0
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According to https://www.whatsthecost.com £1000 borrowed (£1030 debited) would require equal payments of £30.37 to clear the account over 3 years. That's a total of £1093.27 (so the interest is only £63 or so.)
Plugging in '£1000' as the amount borrowed and using payments of £30.37 but adjusting the interest rate until this would equal £0 in the same period gives an annual rate of 5.87% instead.
Of course you don't have to repay at that rate - but it does illustrate the true cost of the deal. The reason '3%' does not add '1%' to rate is that the average balance is about 50% of the initial amount - so it's more like 'plus 2%' on the advertised rate......under construction.... COVID is a [discontinued] scam0 -
Morgan Stanley. They actually used to have this deal before they switch over to Goldfish.0
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Hmm - not sure whether I should go for this or the M&S since I have had a long history of rejections without any good reason.0
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According to www.whatsthecost.com £1000 borrowed (£1030 debited) would require equal payments of £30.37 to clear the account over 3 years. That's a total of £1093.27 (so the interest is only £63 or so.)
Plugging in '£1000' as the amount borrowed and using payments of £30.37 but adjusting the interest rate until this would equal £0 in the same period gives an annual rate of 5.87% instead.
Of course you don't have to repay at that rate - but it does illustrate the true cost of the deal. The reason '3%' does not add '1%' to rate is that the average balance is about 50% of the initial amount - so it's more like 'plus 2%' on the advertised rate.0
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