The Laffer Curve showing the relationship between tax rate and tax revenue, illustrating that beyond a peak rate, higher taxes reduce revenue by discouraging economic activity.

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Download PNGThe Laffer Curve illustrates the relationship between tax rates and total tax revenue collected by the government. It shows that as tax rates increase from 0%, tax revenue initially rises, but beyond a certain point (the optimal tax rate), further increases in tax rates actually reduce total revenue. This happens because higher tax rates create disincentives to work, save and invest, leading to reduced economic activity and tax avoidance. The curve demonstrates that there's an optimal tax rate that maximises government revenue without destroying incentives to be economically productive.
Students often incorrectly assume the optimal tax rate is always 50% - this is wrong! The peak of the Laffer Curve varies between countries and over time depending on factors like tax avoidance opportunities and work incentives. Examiners are impressed when students explain that the curve's shape and peak position depend on the specific economic context.
Students frequently assume the curve is symmetrical and that the optimal tax rate is always at 50%. In reality, the curve is typically asymmetrical and the revenue-maximising point varies significantly between different economies and tax types.
All major exam boards treat this diagram identically, focusing on the relationship between tax rates and revenue, though some may emphasise different policy applications in their mark schemes.
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