Comprehension
Study the given table carefully and answer the questions that follow.
Question: 1

During which decade was the net increase in number of towns/ULBs the lowest?

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Lowest increase = Smallest difference between two census years.
Updated On: Feb 26, 2026
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Solution and Explanation

Step 1:Observe number of towns in each census year.
1961: 2,365
1971: 2,590
1981: 3,378
1991: 4,689
2001: 5,161
2011: 6,171
Step 2:Calculate net increase by decade.
  • 1961–71: +225
  • 1971–81: +788
  • 1981–91: +1,311
  • 1991–2001: +472
  • 2001–11: +1,010

Step 3:Identify the lowest increase.
The smallest increase is 225 during 1961–1971. Answer:
1961–1971
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Question: 2

Mention the net increase in number of towns/ULBs during 1961–91.

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Net increase = Final value − Initial value
Updated On: Feb 26, 2026
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Solution and Explanation

Step 1:Take values from the table.
1961: 2,365 towns
1991: 4,689 towns
Step 2:Find the increase. \[ 4,689 - 2,365 = 2,324 \] Answer:
The net increase in number of towns/ULBs during 1961–1991 is 2,324.
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Question: 3

Explain the decennial growth rate of urban population.

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Decennial = 10 years growth percentage.
Updated On: Feb 26, 2026
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Solution and Explanation

Concept: Decennial growth rate refers to the percentage increase in population over a period of ten years. It is commonly used in census studies to measure urbanisation trends. Explanation:
  • It measures the growth of urban population between two consecutive census years.
  • It is calculated as: \[ \text{Decennial Growth Rate} = \frac{\text{Population increase in 10 years}}{\text{Population at beginning of decade}} \times 100 \]
  • A higher decennial growth rate indicates rapid urbanisation.
  • It reflects migration, natural population growth, and expansion of urban areas.
Conclusion:
Thus, the decennial growth rate is an important indicator used to understand the pace and pattern of urban growth.
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