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Thursday, November 12, 2015

Why Progressive Taxes are Fair

Different taxation approaches as regressive, proportional, and progressive involve different concepts of fairness. What is fair? We all pay the same? We all pay an equal share if we can? We all pay based on the benefit we get from the system?

Progressive schemes often rely partially on a definition of fairness that somehow involves an individual’s benefit from an economy such that those that earn more or benefit more from an economy are to pay more because the economy and the state that protects and supports it, benefits them more and makes their increase possible.

On the other hand, proportional schemes rely on the assumption that equal percentages of income are equal and therefore that the value of money in terms of quantity is linear. In other words $100 is 100 times more valuable than $1 but is this so?

It is not so. The existence of wholesale pricing is evidence that the value of money in terms of quantity is not linear. For example, one can buy 12 cans of soda for $6, 50 cents per can, but if one buys one can alone the price will be roughly $1, $12 for 12 cans individually. Higher quantities of money buy exponentially more goods and/or services than smaller quantities. The value of individual monetary units, dollars whatever, increases exponentially with quantity.

Therefore, leaving out deductions, exemptions, loopholes, and such, progressive taxes are the most fair form of taxation scheme because the higher value of larger quantities of money held or earned by individuals is taxed at a higher rate commensurate with its higher value added.

If I am incorrect, why?

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