My previous post raised the question of whether the highest marginal taxes apply to income brackets which are not too high. Increasing these marginal taxes could then penalize the middle class. Two comments: firstly, my claim for increased progressivity obviously includes changing both the marginal tax rates and the income brackets to which they apply, if needed. Secondly, the highest marginal tax rates actually apply to relatively high incomes. The standard way in which the OECD measures this feature of the tax system is the ratio between the lowest income value to which the top marginal tax rate applies and the average wage of the country. In Portugal, this figure amounts to 9.7, as of 2010. Only Chile has a higher score than Portugal in this regard. The differences between the Personal Income Tax schedule applied in 2010 and 2011 are too small to change this figure significantly.
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) |
Source: OECD, Taxing Wages, 2012 |
Let me stress that this is a rather partial view on progressivity. A tax reform aimed at increasing progressivity may use both the definition of the income brackets and the marginal tax rates applying to each of them.
notice that the increase from 2000 to 2010 is also large
ReplyDeleteIt's huge. That's because a new marginal tax was created in the meantime, to apply to incomes above 150000 euros (approximately).
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