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There's a maths problem. What's the maximum you could put in so for the whole year your interest is truly 6%
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..or have a second Edge Saver to which you transfer the monthly interest from the first £4k Edge Saver, then I think the combined interest rate is 6%….until that one's full too.
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How do you get a second Edge Saver please?
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If someone has that then why not move some funds from one to the other so that you do not have to skim the interest each month?
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Well since you're being serious, because both Edge savers are already full (earning 6% APR).
Open a second Edge current account (there may be cashback available). Do not set up DDs on this second account and it won't attract the monthly fee.
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4000 / 1.06 = £3,773.58. Or perhaps slightly more - that gets you to £4,000 after 12 months, and I suppose that if you're at or under £4,000 after 11 months, you'll still get the full interest on the anniversary, but not after that.
The monthly factor by which your savings are multiplied by is (1 + .0584/12) = 1.004867. £3,791.99 would end up as £4,000.00 after 11 months.
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You said "have a second Edge Saver to which you transfer the monthly interest from the first £4k Edge Saver"
If the second Edge saver is already full you wouldn't do that. If the second Edge saver isn't full, you would split the funds between the two in order to avoid having to transfer the interest.
I acknowledge I am being pedantic.
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Of course @EthicsGradient is right. Divide by 1.06 because that's the aer. Sometimes I just don't think.
For the 4k x2 fullers.I suppose all is not lost, we could still achieve the full 6 AER by moving the interest to one of those regular savers at 7% aer monthly
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I acknowledge that I was being flippant, and said so in a later post.
Of course both Edge savers are full, they are earning whateveritis % more than anywhere else.
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How can we get hold of something like this
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