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Calculating mortgage repayments

I'm lucky enough to have a tiddler of a mortgage - but as my latest 5 year fixed rate deal comes to an end, I'm still struggling to work out what my repayments will be each month for any new deal.

Does anyone have a quick and relatively easy way to calculate what my monthly payments will be, because however hard I try, the closest I can work it out (based on my last deal) is about a tenner away?

My last £21,831 mortgage was at 3.59% and actual monthly repayments were £157.70 - but the closest I could work out using O level mafs was £166.28.

Thanks for your help :)

Comments

  • getmore4less
    getmore4less Posts: 46,882 Forumite
    Part of the Furniture 10,000 Posts Name Dropper I've helped Parliament
    what calculation are you using?

    https://www.whatsthecost.com/mortgage.aspx

    will get you close enough.

    £21,831 @ 3.59% over 15 years is £157.03
    might have been 14y 11m that would make the payment just under £158

    You should have after 5 years on that just under £15,800 left

    new deal over 10y(120months) say between 1% and 2% £138pm-£145pm

    carry on paying £157 on say 1.5% paid off in 107 month
  • Busa
    Busa Posts: 17 Forumite
    Part of the Furniture 10 Posts Combo Breaker
    Ah wonderful - thanks for that - calcs look just about spot on.

    Any ideas on the underlying calculations to get there? Quite fancied being able to add it into my tracking spreadsheet...
  • OK - so here's how the maths works.


    Remember, mortgage rates are per annum rates "payable monthly", so take your 3.59% and divide by 12 to get the effective monthly rate, 0.2992% = 0.002992


    For 15 years, that's 15x12 = 180 payments.


    Then if payments are to made in arrears (ie the first repayment is made exactly one month after the start of the loan) then the monthly payments are 21831 x 0.002992 / (1 - 1.002992^(-180)) = 157.03, as quoted by previous poster.
  • Should add, that if you want to know what the outstanding balance is after 5 years, you can invert the formula. 60 months have passed, so the present value of the remaining payments will be:
    157.03 x (1 - 1.002992^(-120)) / 0.002992 = 15812, in line again with what previous poster quoted.
  • Busa wrote: »
    Ah wonderful - thanks for that - calcs look just about spot on.

    Any ideas on the underlying calculations to get there? Quite fancied being able to add it into my tracking spreadsheet...

    Look up Annuity Formula in Google.

    PMT is the relevant function in Excel to determine monthly payment and CUMPRINC will calculate the cumulative capital paid off between two periods.
  • Busa wrote: »
    Ah wonderful - thanks for that - calcs look just about spot on.

    Any ideas on the underlying calculations to get there? Quite fancied being able to add it into my tracking spreadsheet...

    you need the Financial Functions/amortization functions.

    start with PMT and CUMIPMT

    for the x year amount owing FV function does the job.

    once you grasp the basics with a bit of use of the help google and wiki you can try harder stuff.

    I have a calculation that given 2 interest rates and 2 payments works out the amount borrowed.
  • Busa
    Busa Posts: 17 Forumite
    Part of the Furniture 10 Posts Combo Breaker
    Fantastic - thanks guys - all mega helpful. Now to get stuck into excel :)
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