J
JoeB
Guest
Ok, so no CGT breaks.
This does complicate the tax affairs of those affected but that's fine.
The house value at time of vacation has to be determined in order to determine the CGT liability.
While I'm not predicting house prices I feel that house prices may not increase, and so the CGT issue would be moot, if house prices don't increase.
So neighbours may be prepared to incur a possible CGT liability, in order to definitely recieve a tax break on 8,000 now.
It depends on how the CGT is calculated.... but in many cases not paying tax on 8,000 a year would be a greater benefit than a possible tax liability in the future.
The figures could be worked out in detail, but I'm confident that moving next door would be justified by the figures.
If you pay tax at the higher rate then not paying tax on 8,000 would save you 3,280 Euros per year. If you make this saving for each of five years you're 16,400 better off... how much would your house have had to increase in price over that period in order to incur a 16,000 CGT liability?
CGT is 20% on increases in the house value, yes? So the house would need to increase more than 80K in five years when using the above figures, in order to make it not worth your while to move next door. Is that likely? I'd say that'd be close to a 10% rise per year, for five years, on the average house price.
(The CGT rate of 20% may be wrong.)
This does complicate the tax affairs of those affected but that's fine.
The house value at time of vacation has to be determined in order to determine the CGT liability.
While I'm not predicting house prices I feel that house prices may not increase, and so the CGT issue would be moot, if house prices don't increase.
So neighbours may be prepared to incur a possible CGT liability, in order to definitely recieve a tax break on 8,000 now.
It depends on how the CGT is calculated.... but in many cases not paying tax on 8,000 a year would be a greater benefit than a possible tax liability in the future.
The figures could be worked out in detail, but I'm confident that moving next door would be justified by the figures.
If you pay tax at the higher rate then not paying tax on 8,000 would save you 3,280 Euros per year. If you make this saving for each of five years you're 16,400 better off... how much would your house have had to increase in price over that period in order to incur a 16,000 CGT liability?
CGT is 20% on increases in the house value, yes? So the house would need to increase more than 80K in five years when using the above figures, in order to make it not worth your while to move next door. Is that likely? I'd say that'd be close to a 10% rise per year, for five years, on the average house price.
(The CGT rate of 20% may be wrong.)