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The don't do it mob don't count for death where the relationship is over and unless 100% is going to the OH you need a plan for how equity is distributed.
There are loads of scenario work through them all.0 -
My OH and I also did a declaration of trust. I was putting in 100% of the deposit of 80k, he put in nothing. Ours says that if we split and sell I get my 80k back, the rest is shared equally. I am happy with that.
We were also told we had to make a will, in the eventuality of a death. In this case my full share will go to him, and vice-versa if either of us die.
If you end up getting married i think the DOT becomes irrelevant anyway.0 -
Deleted_User wrote: »My OH and I also did a declaration of trust. I was putting in 100% of the deposit of 80k, he put in nothing. Ours says that if we split and sell I get my 80k back, the rest is shared equally. I am happy with that.
We were also told we had to make a will, in the eventuality of a death. In this case my full share will go to him, and vice-versa if either of us die.
If you end up getting married i think the DOT becomes irrelevant anyway.0 -
Purchase price (100%) = deposit + mortgage
If purchase price = £410k then deposit = 24% of purchase price (£100k/£410k)
Partner 1 contributes £90k of £100k deposit or 90% of 24% of total purchase price (so 21.6%).
The mortgage component (76%) is split equally (so 38% each), therefore in total partner 1 has contributed to/is liable for 59.6% (21.6 + 38) of the total purchase price. Partner 2 has contributed to/is liable for 40.4%.
This should be the split of the net sale proceeds, regardless of whether prices have gone up or down - each gets back the same proportion of what they put in, or were liable for during the life of the mortgage or relationship, whichever is the shorter.0 -
ReadingTim wrote: »Purchase price (100%) = deposit + mortgage
If purchase price = £410k then deposit = 24% of purchase price (£100k/£410k)
Partner 1 contributes £90k of £100k deposit or 90% of 24% of total purchase price (so 21.6%).
The mortgage component (76%) is split equally (so 38% each), therefore in total partner 1 has contributed to/is liable for 59.6% (21.6 + 38) of the total purchase price. Partner 2 has contributed to/is liable for 40.4%.
This should be the split of the net sale proceeds, regardless of whether prices have gone up or down - each gets back the same proportion of what they put in, or were liable for during the life of the mortgage or relationship, whichever is the shorter.
Algorithms should work for all values and all time periods(as you point out)
That fails the simplest of does it smell right tests
Sell on day one adjust for cash costs(not mortgage as nothing paid)
P1 put in £90k gets back £59,600
P2 put in £10k gets back £40,400
Maybe you missed something important from your description because as it reads now it is far from ideal.0 -
ReadingTim wrote: »Purchase price (100%) = deposit + mortgage
If purchase price = £410k then deposit = 24% of purchase price (£100k/£410k)
Partner 1 contributes £90k of £100k deposit or 90% of 24% of total purchase price (so 21.6%).
The mortgage component (76%) is split equally (so 38% each), therefore in total partner 1 has contributed to/is liable for 59.6% (21.6 + 38) of the total purchase price. Partner 2 has contributed to/is liable for 40.4%.
This should be the split of the net sale proceeds, regardless of whether prices have gone up or down - each gets back the same proportion of what they put in, or were liable for during the life of the mortgage or relationship, whichever is the shorter.
[FONT=Verdana, sans-serif]As getmore4less says a straight 59.6%/40.1% does not work until all the mortgage is paid off.[/FONT]
[FONT=Verdana, sans-serif]That is why you need a dynamic formula which will adjust as time goes by and prices increase and the mortgage is gradually paid off eg:[/FONT]
[FONT=Verdana, sans-serif]
[/FONT][FONT=Verdana, sans-serif]Partner 1: 21.95% (90/410) of the gross sale price less cost of sale plus half of remainder.
[/FONT][FONT=Verdana, sans-serif] Partner 2: 2.44% (10/410) of the gross sale price less cost of sale plus half remainder.[/FONT]
[FONT=Verdana, sans-serif]
[/FONT][FONT=Verdana, sans-serif]Its the remainder part which will vary from £0 on day two up to the remaining 75.61% of property value when the is no longer a mortgage.
[/FONT]0 -
The simple adjustment to what RT wroteThis should be the split of the net sale proceeds, regardless of whether prices have gone up or down - each gets back the same proportion of what they put in, or were liable for during the life of the mortgage or relationship, whichever is the shorter.
net sale proceeds(before taking off the mortgage) then pay 1/2 the mortgage from your share.
By net after mortgage you don't account for the liability bit properly
Does the same as what Tom has above0
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