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Gasoline Tax Rates from the Perspective of Optimal Taxation Theory

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  • Akihiro Kawase

Abstract

The question of how best to set desirable gasoline tax rates that take externalities into consideration is one that needs to be investigated. In this article, I use the framework of Parry and Small (2005) and the external cost parameters used in Kanemoto (2007) to explore desirable tax rates for Japan. Specifically, I assume a world in which the only taxes are the gasoline tax and labor income tax, and I calculate tax rates for gasoline and labor income that will maximize economic welfare at a certain level of tax revenue. The results of my analysis show that the first-best optimal gasoline tax rate is ¥118.3/liter(l) and that the second-best rate, when a labor income tax exists, is ¥142.4/l. These rates are approximately 2.2 to 2.6 times higher than the current rate of ¥53.8/l. Because of the substantial uncertainty of the parameters, such as the estimates of external costs, the estimated results must be interpreted as having substantial variance. However, the results also show that from the perspective of the burden of external costs, policies to abolish the provisional taxes, such as the petrol tax, and to lower the gasoline tax rates cannot be justified.

Suggested Citation

  • Akihiro Kawase, 2011. "Gasoline Tax Rates from the Perspective of Optimal Taxation Theory," Japanese Economy, Taylor & Francis Journals, vol. 38(4), pages 3-27.
  • Handle: RePEc:mes:jpneco:v:38:y:2011:i:4:p:3-27
    DOI: 10.2753/JES1097-203X380401
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    Cited by:

    1. Hui Shao & Biao Ye & Hao-ran Pan, 2022. "Energy conservation and emission reduction effects of fuel tax and assessment of economic impacts-based on the Beijing 3E-CGE model," Letters in Spatial and Resource Sciences, Springer, vol. 15(3), pages 377-399, December.
    2. Mariana Conte Grand & Alejandro Rasteletti, 2021. "Pérdidas de bienestar por imposición subóptima en los impuestos a las gasolinas en América Latina y el Caribe," CEMA Working Papers: Serie Documentos de Trabajo. 821, Universidad del CEMA.

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