Anglo's offer is for 1 year only. First Active's & many others have no end period. So less than 2 months after the year is up I'd have made more interest in the FA account than yours did in 12!
I think you might want to check your facts there mate. Where does it say First Active's account has no end period? Last I checked it was a variable rate and can be changed as and when FA decide. Anglo's account on the other hand guarantees 3.25% over ECB until June 2009, no such guarantee with FA. Can you explain your calculation where you would make more interest? My understanding of what you said is that it would take you 14 months to make what the Anglo account makes in 12 months??
I meant that the Anglo offer is for 12 months only then closes completely. Whereas FA might lower its rate but probably won't close it!
Calculation on CAR was roughly:
Anglo...12K (1K for 12months) @ 8% = 960
FA...12K (1K for 12 months) @7.15% = 858 + 2 further months adding 1K.
Thus: 14K @ 7.15% = 1001
Wrong. Only the first €1K earns 7.15% the next earns 11/12ths of the annual rate, the next 10/12ths etc. 12 monthly lodgements of €1K into a 7.15% does not equate to €12K @ 7.15%! This has been covered many times already.If I put the max 1K a month into FA, at year end I'd be getting 12K @7.15% int.
Wrong. Only the first €1K earns 7.15% the next earns 11/12ths of the annual rate, the next 10/12ths etc. 12 monthly lodgements of €1K into a 7.15% does not equate to €12K @ 7.15%! This has been covered many times already.
Also, you can't compare what one account earns in 12 months to what another account earns in 14 months. It is not a true comparison.
That's not fobbing you off. That's calling a spade a spade!Got a reply from FA headquarters about how long the rate is guaranteed for. The girl I spoke to just fobbed me off saying it was variable, could change at any time.
Got a reply from FA headquarters about how long the rate is guaranteed for. The girl I spoke to just fobbed me off saying it was variable, could change at any time.
Here's a worked example for your case where I'm assuming 4 months at the new rate.
Gross Interest = (Average Principal) * AER * (Number of months AER applied for) / 12
8 months at 7.15%, Average principal = 4,000 = (0 + 8 * 1,000)/2
€190.66 = €4,000 * 0.0715 * 8/12
4 months at 5.40%, Average principal = 10,000 = 8,000 + (4 * 1,000) / 2
€180 = €10,000 * 0.054 * 4/12
Total Interest = €370.66
To work it you just break it into simpler calculations of the amount of interest that accumulated during each period the principal or AER were constant. Where the principal is changing in a predictable way averaging can be used to further reduce the number of sums.
You want me to do all your homework for you?
Here's a further example of what I illustrated above for each period a different rate applied.
Assuming that interest is paid at the end of months 12 and 24.
Interest for months 1 - 12, €429 = €12,000/2 * 0.0715 * 12/12
Interest for month 13, €60 = (12,429 + €1000) * 0.054 * 1/12
Interest for months 14 - 24, €850 = (13,429 + (0 + 11 * 1000)/2) * 0.049 * 11/12
Total interest over 24 months is €1339
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