ECON 1000 Lecture Notes - Lecture 17: Tax Rate, Marginal Utility, Regressive Tax

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Econ 1000 - week 9 lecture 17. In terms of tax and income as the axis on a graph: If slope is 0 than so is the marginal tax rate. If slope is one, after every dollar you in you get to keep that extra dollar. Tax you pay generally doesn"t change when your income increases or decreases. Some benefits: if the marginal tax rate is one. Perfect equality: marginal benefit of consuming extra products gets smaller as you consume more, diminishing marginal benefits of consumption is what this is known as, utility: basic benefits of consumption as a equation it can be. [u=u(c)] utility is based on consumption: marginal utility = change in utility / change in consumption, utilitarianism: individuals maximize their own individual utility (economics definition) Slope of u(c: slope = change in utility over / change in consumption [this is also the marginal utility, the curve of this graph will be diminishing (outward flex)

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