jkb
14 Jun 2013
News / Palikot - too liberal/modern for Poland? [197]
So now you're claiming disposable income as the attribute we should be comparing the tax systems against? Then I guess the perfect tax for you would be the one that leaves the tax payer with a constant amount of money after taxation. So, no matter how much I make, whether it's 1.000, 10.000 or 100.000, I should always be left with 1.000 in my pocket. The plot is then tax_rate = (income - 1000) / income * 100%. That is a reverse hyperbola with its limit equal to 100% tax rate at income trending towards +inf. I doubt anyone would want to live under a system like that.
Anyway, the fact that paying the tax is easier due to the amount of "disposable income" doesn't make the tax regressive in its definition. By your definition any tax that's more lenient (placed under the curve described by my previous paragraph) would fall into your definition of a regressive tax. Which is wrong.
See above. The fact you decided to change the definition of regressive tax doesn't make flat tax regressive.
You have an incorrect definition of a flat tax. I'm going to contradict it right now. With head tax, plot income on x axis, tax rate on y axis, result: not a flat line. With flat tax, plot income on x axis, amount of tax owed on y axis, result: not a flat line.You can't say any given tax is flat because you can produce an arbitrary plot that is a flat line. You're comparing apples to oranges and calling them equal.
See above, disposable income rises with wealth and the ability to pay the tax becomes easier under any form of flat tax that makes them regressive.
So now you're claiming disposable income as the attribute we should be comparing the tax systems against? Then I guess the perfect tax for you would be the one that leaves the tax payer with a constant amount of money after taxation. So, no matter how much I make, whether it's 1.000, 10.000 or 100.000, I should always be left with 1.000 in my pocket. The plot is then tax_rate = (income - 1000) / income * 100%. That is a reverse hyperbola with its limit equal to 100% tax rate at income trending towards +inf. I doubt anyone would want to live under a system like that.
Anyway, the fact that paying the tax is easier due to the amount of "disposable income" doesn't make the tax regressive in its definition. By your definition any tax that's more lenient (placed under the curve described by my previous paragraph) would fall into your definition of a regressive tax. Which is wrong.
See above, disposable income rises with wealth and the ability to pay the tax becomes easier under any form of flat tax that makes them regressive.
See above. The fact you decided to change the definition of regressive tax doesn't make flat tax regressive.
Both are flat taxes, both produce flat line graphs when measured against any variable because they are fixed, one a fixed percentage the other a fixed value. Both are regressive taxes.
You have an incorrect definition of a flat tax. I'm going to contradict it right now. With head tax, plot income on x axis, tax rate on y axis, result: not a flat line. With flat tax, plot income on x axis, amount of tax owed on y axis, result: not a flat line.You can't say any given tax is flat because you can produce an arbitrary plot that is a flat line. You're comparing apples to oranges and calling them equal.