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Tax to GDP Ratio India UPSC CSE

Tax to GDP Ratio

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Summary of Tax to GDP Ratio

Tax-to-GDP ratio is the comparison of tax collection with a country's GDP. It is a measure to compare a country’s tax collection year-to-year. It is also a measure of a country's strength in redistributing income through taxation and budget. The Central Board of Direct Taxes, under the Ministry of Finance, released the latest data for Direct Taxes for the financial year 2023-24. According to this data, India’s Direct Tax-to-GDP rose to 6.6%, which is the highest in the last 15 years. This data is a clear indicator that the series of reform measures undertaken by the government have started showing results. The rise in direct tax collection is even more significant, as unlike indirect tax, it is a progressive tax and does not hurt the poor. The combined (direct and indirect tax) Tax-to-GDP ratio for FY 2024-25 is expected to reach 11.7%. Although this is a historic milestone for India, this ratio is still lower than the developed countries. For example, the Tax-to-GDP ratio for the OECD is 34.1% (2021) and for the European Union, it is 25.9% (2021).

Background of Tax to GDP Ratio

Taxes are classified into Direct and Indirect Taxes.

  • Direct Tax are those in which the incidence and impact of a tax fall on the same person. For example: income tax, corporation tax etc. It is a progressive tax. Net direct collection for FY 2022-23 is INR 16.63 lakh crore. It accounts for 54.62% of the total tax collected in that FY.
    • Progressive tax: Rate of tax increases when the value on which tax is imposed increases. In other words, there is a higher tax rate for people who earn more and a lower tax rate for people who earn less.
  • Indirect Tax are those taxes in which incidence and impact fall on different persons. For example: Goods & Service Tax. It is regressive in nature. Because the rate of tax, irrespective of whether one is rich or poor, remains the same. So the poor, who earn less, pay the same rate of tax as the rich.
  • Tax-to-GDP: It is defined as the measure of tax collected relative to its Gross Domestic Product (GDP). For FY 2023-24, it is 6.6%.
  • Tax buoyancy: A tax is said to be buoyant when it increases with the increase in GDP (tax rate being unchanged). It describes the responsiveness of tax collected to changes in GDP. Tax buoyancy greater than 1 indicates that there is faster growth in taxes as compared to GDP. For example, tax buoyancy for FY 2022-23 was 1.18.
  • Tax elasticity: It refers to the change in tax collection in response to change in tax rate.

Reasons for India’s low Tax-to-GDP ratio

Importance of high Tax-to-GDP ratio

According to the World Bank, a Tax-to-GDP ratio of 15% is the key to economic growth and reducing poverty.

Reasons for recent surge in Tax-to-GDP ratio

Measure to increase Tax-to-GDP ratio

Conclusion for Tax To GDP Ratio

Government efforts to increase tax collection in the last decade are now bearing fruit. An increase in tax collection year after year is a sign of good things to come. But to achieve the World Bank’s recommended target of 15% Tax-to-GDP ratio, a comprehensive approach is required. The focus should be on widening the tax base and formalising and digitising the economy. An increase in Tax-to-GDP is crucial for India to sustain long-term growth and achieve sustainable development.

Prelims PYQS of Tax To GDP Ratio India

Consider the following statements: (2017)
1. Tax revenue as a per cent of GDP of India has steadily increased in the last decade.
2. The fiscal deficit as a per cent of GDP of India has steadily increased in the last decade.
Which of the statements given above is/are correct?

(A) 1 only
(B) 2 only
(C) Both 1 and 2
(D) Neither 1 nor 2

Correct Answer :(D) Neither 1 nor 2
A decrease in the tax to GDP ratio of a country indicates which of the following? (2015)
1. Slowing economic growth rates
2. Less equitable distribution of national income
Select the correct answer using the code given below.

(A) 1 only
(B) 2 only
(C) Both 1 and 2
(D) Neither 1 nor 2

Correct Answer :(A) 1 only

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