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Which card to pay medium amounts off?
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Deleted_User wrote: »You got it.

I always had it
Now tell me what you think is wrong with the rest of my calculations!Never argue with stupid people, they will drag you down to their level and then beat you with experience.- Mark TwainArguing with idiots is like playing chess with a pigeon: no matter how good you are at chess, its just going to knock over the pieces and strut around like its victorious.0 -
By paying of £500 "in drips & drabs" you first lose about 45%-26%=19% p.a. on about £250 over the time it takes to pay £500 off....
I'm pretty certain that whenever I work the Barclaycard's balance down by around £500, I'll be offered another balance transfer at 6.9%. If I had a lump sum to pay off, clearly this is the way to reduce my interest the most as I'll pay off a chunk of the Aqua card, as well as reducing some of the interest rate on some of the Barclaycard.
But does the same logic apply when I'm paying the odd £100 extra here & there; do I still save an appreciable amount of interest if I pay that off the Barclaycard in drips & drabs 'till it amounts up to a BT offer?
Then you start saving 45%-7%=38% p.a. on the amount you can transfer (ignoring the BT fee).0 -
No, you don't seem to see where I'm coming from.
Currently I pay interest on x amount on both Barclaycard & Aqua:
x at 44.95% and x at 25.9%
I agree, the interest on 2x isn't 70.85%; it is actually half of that, 35.425%
But if I only have x to pay off somewhere, say it's £100 and takes a year to pay off for simplicity, then look at it again:
-On the Barclaycard I pay off x amount with cash saving £25.90 as its no longer on the card
-On the Aqua card I save 44.95% off x amount (it's no longer on the card as the BT pays it off) - that's £44.95 saved
-On the Barclaycard x amount is added back on , costing £3 BT fee, and a new interest rate costing £6.90.
Total cost if I hadn't paid anything off: £70.85
Total cost if I pay x off Barclaycard then BT to Aqua: £9.90
Total saving: £60.95
EDIT: as the amount I paid off in cash was £100, saving £60.95 represents 60.95% interest saving.
60.95% is a monthly rate, not the APR, it would be 5.07%0 -
60.95% is a monthly rate, not the APR, it would be 5.07%
No.
Firstly, monthly rates are lower than APRs;
Secondly, just dividing/multiplying by 12 is not the way to convert between APR & monthly because that doesn't account for compounding..
Third; the calculation you have done should round to 5.08 anyway.Never argue with stupid people, they will drag you down to their level and then beat you with experience.- Mark TwainArguing with idiots is like playing chess with a pigeon: no matter how good you are at chess, its just going to knock over the pieces and strut around like its victorious.0 -
I choose to stick with your signature and depart this thread, you clearly know what your doing, good luck.
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I'm undecided where to pay extra £100-£1000 off my credit cards.
I have an Aqua card at 44.94% and a Barclaycard, some at 25.9% and some at 6.9%.
I'm pretty certain that whenever I work the Barclaycard's balance down by around £500, I'll be offered another balance transfer at 6.9%. If I had a lump sum to pay off, clearly this is the way to reduce my interest the most as I'll pay off a chunk of the Aqua card, as well as reducing some of the interest rate on some of the Barclaycard.
But does the same logic apply when I'm paying the odd £100 extra here & there; do I still save an appreciable amount of interest if I pay that off the Barclaycard in drips & drabs 'till it amounts up to a BT offer?
what are your current balances and what are your credit limits?0 -
what are your current balances and what are your credit limits?
Barclaycard about 3550/3650
Aqua about 1550/1600
Sailing close to the wind, I know.Never argue with stupid people, they will drag you down to their level and then beat you with experience.- Mark TwainArguing with idiots is like playing chess with a pigeon: no matter how good you are at chess, its just going to knock over the pieces and strut around like its victorious.0 -
Pay off the Aqua card first0
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