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Help with interest workings...
GreyPilgrim
Posts: 1,636 Forumite
in Credit cards
How exactly are monthly interest payments worked out..? Some nice round numbers for examples sake - £100 a month for 12 months, Interest rate of 10%
So after 12 months you have a total balance of £1,200, but the average balance over the year has been £600. Therefore an interest rate of 10% would give you total interest payment of £60 (right?)
However if I set up a spreadsheet and do each monthly interest payment of TOTAL AMOUNT * (10% / 12), the total interest comes out at £65.00
What am I doing wrong?
Jan £100 (interest = £0.83)
Feb £200 (interest = £1.67)
Mar £300 (interest = £2.50)
Apr £400 (interest = £3.33)
May £500 (interest = £4.17)
Jun £600 (interest = £5.00)
Jul £700 (interest = £5.83)
Aug £800 (interest = £6.67)
Sep £900 (interest = £7.50)
Oct £1,000 (interest = £8.33)
Nov £1,100 (interest = £9.17)
Dec £1,200 (interest = £10.00)
£0.83 + £1.67 + £2.50 + £3.33 + £4.17 + £5.00 + J£5.83 + £6.67 + £7.50 + £8.33 + £9.17 + £10.00 = £65.00
Bored...killing time at work, and was messing around with Excel. Feel free to point out my glaring error.
GP
So after 12 months you have a total balance of £1,200, but the average balance over the year has been £600. Therefore an interest rate of 10% would give you total interest payment of £60 (right?)
However if I set up a spreadsheet and do each monthly interest payment of TOTAL AMOUNT * (10% / 12), the total interest comes out at £65.00
What am I doing wrong?
Jan £100 (interest = £0.83)
Feb £200 (interest = £1.67)
Mar £300 (interest = £2.50)
Apr £400 (interest = £3.33)
May £500 (interest = £4.17)
Jun £600 (interest = £5.00)
Jul £700 (interest = £5.83)
Aug £800 (interest = £6.67)
Sep £900 (interest = £7.50)
Oct £1,000 (interest = £8.33)
Nov £1,100 (interest = £9.17)
Dec £1,200 (interest = £10.00)
£0.83 + £1.67 + £2.50 + £3.33 + £4.17 + £5.00 + J£5.83 + £6.67 + £7.50 + £8.33 + £9.17 + £10.00 = £65.00
Bored...killing time at work, and was messing around with Excel. Feel free to point out my glaring error.
GP
0
Comments
-
OK you must be bored at work, but this did intrigue me.
The reason is that you are assuming that the balance increases by £100 right at the start of the month. This makes the average balance £650, not £600.
That is £100 + £200 + £300 + £400 + £500 + £600 + £700 + £800 + £900 + £1000 + £1100 + £1200 = £7800
Then £7800 / 12 = £650
If you work on the basis that the payment is made right at the end of the month, then the calculation is :
£0 + £100 + £200 + £300 + £400 + £500 + £600 + £700 + £800 + £900 + £1000 + £1100 = £6600
Then £6600 /12 = £550
However if you assume the payment is made half way through the month, so the average balance in the first month is £50, second £150 etc, then the calculation is :
£50 + £150 + £250 + £350 + £450 + £550 + £650 + £750 + £850 + £950 + £1050 + £1150 = £ 7200
Then £7200 / 12 = £600
Does this make sense ??0 -
assuming you save at the beginning of each month then your average amount invested is 650 and not 600 hence the interest earned is £65.
if you save in the middle of each month then indeed your calculation is correct.0 -
(*slaps self on head*)
Of course. Thanks Clapton.
My only defence for being dumb is that I've been working on a really complicated bit of VBScript for the past week and I just finished it at about 3pm. My brain is so fried I can just about remember the number for a white coffee from the vendapac machine in the kitchen.0 -
is the answer 42?0
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