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LTV ratio question for the mathematically challenged!

Hello everyone,

I have a really daft question to ask. The type of question that probably means I'm not safe to be let out on my own to buy a house...

I'm looking to buy a house for £95,000 with a 10% deposit meaning a mortgage of £85,500.

I'm trying to calculate how much I would have to pay back over a 2 year fixed deal at 3.54% to hit the 85% mark to get a better interest rate next time I fix. I've used to site calculator, but just want to double check my workings.

What do you guys think?

Many thanks! :T
Debt: £11,640.02 paid in full! DFD: 30/06/20
Starter Emergency Fund (#187): £1000/£1000
3 month Emergency Fund (#45): £3300/£3300
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Comments

  • amnblog
    amnblog Posts: 12,764 Forumite
    Part of the Furniture 10,000 Posts Name Dropper Photogenic
    Assuming the value does not change, you would pay back half your original deposit of £9,500 = £4,750.

    Taking the mortgage down to £80,750
    I am a Mortgage Broker

    You should note that this site doesn't check my status as a Mortgage Broker, so you need to take my word for it. This signature is here as I follow MSE's Mortgage Adviser Code of Conduct. Any posts on here are for information and discussion purposes only and shouldn't be seen as financial advice.
  • amnblog wrote: »
    Assuming the value does not change, you would pay back half your original deposit of £9,500 = £4,750.

    Taking the mortgage down to £80,750

    Thank you, amblog!

    Is that counting the interest as well? That's where I get confused.

    Based on what you have said and my mortgage repayments being £33.88pcm, if I have divided correctly I should have repaid that much back in just over 13 months so I should hit that target easily.

    Thanks very much! :A
    Debt: £11,640.02 paid in full! DFD: 30/06/20
    Starter Emergency Fund (#187): £1000/£1000
    3 month Emergency Fund (#45): £3300/£3300
  • HappyMJ
    HappyMJ Posts: 21,115 Forumite
    10,000 Posts Combo Breaker
    Thank you, amblog!

    Is that counting the interest as well? That's where I get confused.

    Based on what you have said and my mortgage repayments being £33.88pcm, if I have divided correctly I should have repaid that much back in just over 13 months so I should hit that target easily.

    Thanks very much! :A

    You need to be paying around £450 per month in total to hit your target in 2 years.
    :footie:
    :p Regular savers earn 6% interest (HSBC, First Direct, M&S) :p Loans cost 2.9% per year (Nationwide) = FREE money. :p
  • HappyMJ wrote: »
    You need to be paying around £450 per month in total to hit your target in 2 years.

    Thanks. I think I had figured something like that but it's hard to be sure you are right when taking into account the interest.
    Debt: £11,640.02 paid in full! DFD: 30/06/20
    Starter Emergency Fund (#187): £1000/£1000
    3 month Emergency Fund (#45): £3300/£3300
  • HappyMJ
    HappyMJ Posts: 21,115 Forumite
    10,000 Posts Combo Breaker
    Thanks. I think I had figured something like that but it's hard to be sure you are right when taking into account the interest.

    It's only approximate anyway. I did £4,750 divided by 24. Then £85,500 times 3.54% divided by 12. Then add the 2 figures together.
    :footie:
    :p Regular savers earn 6% interest (HSBC, First Direct, M&S) :p Loans cost 2.9% per year (Nationwide) = FREE money. :p
  • HappyMJ wrote: »
    It's only approximate anyway. I did £4,750 divided by 24. Then £85,500 times 3.54% divided by 12. Then add the 2 figures together.

    Fair enough. Thanks for the formula and the honesty! :beer:
    If there are any mathematical geniuses randomly out there with the exact answer, I won't stop you from showing your prowess! ;)
    Debt: £11,640.02 paid in full! DFD: 30/06/20
    Starter Emergency Fund (#187): £1000/£1000
    3 month Emergency Fund (#45): £3300/£3300
  • Based on 25 year term
    End of year one - £8,333.34
    Year two - £81,088.71
    Year three - £78,763.33

    I have a excel spreadsheet with amortisation calculated.

    Sorry if I've missed the point
  • PositiveBalance
    PositiveBalance Posts: 1,268 Forumite
    Tenth Anniversary 1,000 Posts Name Dropper Combo Breaker
    edited 2 August 2015 at 1:04PM
    Thanks jacobtheamish!

    Sorry I didn't say that sooner, but things have been mad sorting the house out.

    My mortgage term is 35 years but I am hoping to OP. What is/are the formula(e) for amortisation, please, so I can calculate it myself taking into account the OPs?
    Debt: £11,640.02 paid in full! DFD: 30/06/20
    Starter Emergency Fund (#187): £1000/£1000
    3 month Emergency Fund (#45): £3300/£3300
  • libf
    libf Posts: 1,008 Forumite
    If interest is calculated daily then it's not just a calculation, it's one for everyday of the two years. I use Excel to get something based on the daily interest rate and the number of days in the month, but there are a lot of online calculators to do it for you.

    http://www.calculator.net/amortization-calculator.html or Google for one that has graphs/whatever in a format that you like.
  • getmore4less
    getmore4less Posts: 46,882 Forumite
    Part of the Furniture 10,000 Posts Name Dropper I've helped Parliament
    Hello everyone,

    I have a really daft question to ask. The type of question that probably means I'm not safe to be let out on my own to buy a house...

    I'm looking to buy a house for £95,000 with a 10% deposit meaning a mortgage of £85,500.

    I'm trying to calculate how much I would have to pay back over a 2 year fixed deal at 3.54% to hit the 85% mark to get a better interest rate next time I fix. I've used to site calculator, but just want to double check my workings.

    What do you guys think?

    Many thanks! :T

    Just use a simple calculator

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

    purchase £95000
    90% £85500 mortgage
    85% £80750 target in 2 years

    set to interest only
    Mortgage
    rate
    2year term

    Adjust payment till the amount owing is £80750

    £444.

    The full term is not that relevant as it is the payment that determines the amount owing over time.

    Take a longer term and adjust with overpayments gives more flexibility.

    For irregular overpayments you can iterate or just keep ahead of the average required £444pm.
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