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How much would £20000 be worth in ten and twenty years time

donmaico
Posts: 379 Forumite


Given 3% annual inflation and an interest rate of 1.5%? I know its impossible to predict what inflation rates will be or, for that matter, interest rates but there must be an online calculator one can use purely for academic purposes but I just can't find one
Argentine by birth,English by nature
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Comments
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If you put in a spreadsheet that it will drop by 1.5% per year then you'll get the result. Or in calculator and keep pressing the = button after each result.
By my calcs after 20 years each £1 would be worth 75p. So £20k would be worth £15k.
That's the reason people invest rather than save over the long termRemember the saying: if it looks too good to be true it almost certainly is.0 -
In a handheld calculator type this:
cash*(1-(interest-inflation))^years
Where * is multiplication operator,
^ is power operator (for example 2^2 is 2 squared, which is 4)
inflation and interest are expressed as decimal rather than percentages, e.g. 1.5% is 0.015...3% is 0.03. Just divide the percentage by 100.
So your 20 year example for £20,000 would be:
20000*(1-0.015)^20
= £14782If you want to be rich, live like you're poor; if you want to be poor, live like you're rich.0 -
If you put in a spreadsheet that it will drop by 1.5% per year then you'll get the result. Or in calculator and keep pressing the = button after each result.
By my calcs after 20 years each £1 would be worth 75p. So £20k would be worth £15k.
That's the reason people invest rather than save over the long term
Yes, indeed and I do have some investments. My FI reckons I should have 50/50 cash/investment. At the moment it stands at 66/34 so I am wondering whether to increase the investment side but given the current uncertainty re the economy, I am somewhat hesitant.On top of that my "cautious" investment( 5 funds) whilst they have over a 5 year period grown y by between 7-9%.Since I took them out 7months ago they have dropped to about 2-3% which isn't exactly ideal. Then again they could well pick up again so now might be a good time to put in some extra funds in the form of small lump sums.Argentine by birth,English by nature0 -
Bravepants wrote: »In a handheld calculator type this:
cash*(1-(interest-inflation))^years
Where * is multiplication operator,
^ is power operator (for example 2^2 is 2 squared, which is 4)
inflation and interest are expressed as decimal rather than percentages, e.g. 1.5% is 0.015...3% is 0.03. Just divide the percentage by 100.
So your 20 year example for £20,000 would be:
20000*(1-0.015)^20
= £14782
Mindboggling( Long time since i have done any form of maths).Do you subtract .015 from 1 then multiply by 20000 which gives 19700.How do i get to 14782? (says he absolutely bewildered)
Jims method may not be as accurate but it is a heck of a lot simplerArgentine by birth,English by nature0 -
Given 3% annual inflation and an interest rate of 1.5%? I know its impossible to predict what inflation rates will be or, for that matter, interest rates but there must be an online calculator one can use purely for academic purposes but I just can't find one0
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Yes, indeed and I do have some investments. My FI reckons I should have 50/50 cash/investment. At the moment it stands at 66/34 so I am wondering whether to increase the investment side but given the current uncertainty re the economy, I am somewhat hesitant.On top of that my "cautious" investment( 5 funds) whilst they have over a 5 year period grown y by between 7-9%.Since I took them out 7months ago they have dropped to about 2-3% which isn't exactly ideal. Then again they could well pick up again so now might be a good time to put in some extra funds in the form of small lump sums.
Who is your “FI”?
Anyway, 50/50 seems very cautious. Is that because you are cautious or the FI is cautious or ..... ?
Also, you say “given the current uncertainty re the economy”
First , there’s always uncertainty not just about the economy but everything, amd second which economy? The wold economy? U.K.? Somewhere else ?0 -
OP.....How long is a piece of string ?:D0
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1/1.015^20*20000=14849
Basically 1.015^20 gives you compound interest of 1.5% over 20 periods (years in this case)
1/1.015^20 gives you the reverse of that.
Multiply by 20,000 because that’s how much you’ve got now.0 -
Jims method may not be as accurate but it is a heck of a lot simpler
It's just as accurateI'd just shortened the number and also taken year 1 as £1. Calculation comes out at exactly the same £14782 if your run it
Basically multiple by 0.985 for every year you want to account forRemember the saying: if it looks too good to be true it almost certainly is.0 -
AnotherJoe wrote: »Who is your “FI”?
Anyway, 50/50 seems very cautious. Is that because you are cautious or the FI is cautious or ..... ?
Also, you say “given the current uncertainty re the economy”
First , there’s always uncertainty not just about the economy but everything, amd second which economy? The wold economy? U.K.? Somewhere else ?
Apologies I meant FA, financial adviser
UK mainly,(although there is a global element),bonds, securities,passive funds,properties 3,20-60% shares . My FA seemed to think Brexit is a very bad thing, particularly the hard version. I would tend to agree with him although obviously, not from his perspective as I have little or no understanding of how businesses or investment funds work.Still, next time I see him he may well suggest changing the portfolio and look abroad rather like John Redwood did with his clientsArgentine by birth,English by nature0
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