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CLAT Exam  >  CLAT Questions  >  The population of a town is 155625. For every... Start Learning for Free
The population of a town is 155625. For every 1000 males there are 1075 females. If 40% of the males and 24% of the females are literate, find the percentage of literacy in the town.
  • a)
    33.7                                    
  • b)
    32.7
  • c)
    31.7                                    
  • d)
    30.7
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
The population of a town is 155625. For every 1000 males there are 107...
The percentage of literacy in the town is 31.71%.

Solution:

Population of town = 155625

Number of males = 1000 * 155625/2075

= 75000

Number of females = 1075 * 155625/2075

= 80625

Number of literate males = 75000 * 40/100

= 30000

Number of females literate = 80625 * 24/100

= 19350

Total number of literate = 30000 + 19350 = 49350

Percentage of literate = 49350/155625 * 100

= 31.71

Hence, the percentage of literacy in the town is 31.71%.
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Most Upvoted Answer
The population of a town is 155625. For every 1000 males there are 107...
Given information:
- Population of the town = 155625
- For every 1000 males, there are 1075 females
- 40% of the males are literate
- 24% of the females are literate

To find:
- The percentage of literacy in the town

Let's solve this step by step:

Step 1: Find the number of males and females in the town
- Let the number of males be x
- Since for every 1000 males, there are 1075 females, the number of females can be calculated as (1075/1000) * x
- The total population of the town is the sum of the number of males and females, so we have the equation x + (1075/1000) * x = 155625
- Simplifying this equation, we get (1 + 1075/1000) * x = 155625
- Solving for x, we find x = 155625 / (1 + 1075/1000)
- Evaluating this expression, we find x = 78125

So, the number of males in the town is 78125 and the number of females is (1075/1000) * 78125 = 83984.375 (which we can round off to 83984).

Step 2: Find the number of literate males and females
- 40% of the males are literate, so the number of literate males is 40/100 * 78125 = 31250
- 24% of the females are literate, so the number of literate females is 24/100 * 83984 = 20157.36 (which we can round off to 20157).

Step 3: Find the total number of literate people in the town
- The total number of literate people is the sum of the number of literate males and females, so we have 31250 + 20157 = 51407.

Step 4: Find the percentage of literacy in the town
- The percentage of literacy in the town is given by (total number of literate people / total population) * 100
- Plugging in the values, we get (51407 / 155625) * 100 ≈ 33.045

Therefore, the percentage of literacy in the town is approximately 33.045, which can be rounded off to 33.0 or 33.1.

Option C) 31.7 is the closest answer to the calculated value of 33.0 or 33.1, so the correct answer is option C.
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The population of a town is 155625. For every 1000 males there are 1075 females. If 40% of the males and 24% of the females are literate, find the percentage of literacy in the town.a)33.7 b)32.7c)31.7 d)30.7Correct answer is option 'C'. Can you explain this answer?
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The population of a town is 155625. For every 1000 males there are 1075 females. If 40% of the males and 24% of the females are literate, find the percentage of literacy in the town.a)33.7 b)32.7c)31.7 d)30.7Correct answer is option 'C'. Can you explain this answer? for CLAT 2025 is part of CLAT preparation. The Question and answers have been prepared according to the CLAT exam syllabus. Information about The population of a town is 155625. For every 1000 males there are 1075 females. If 40% of the males and 24% of the females are literate, find the percentage of literacy in the town.a)33.7 b)32.7c)31.7 d)30.7Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for CLAT 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The population of a town is 155625. For every 1000 males there are 1075 females. If 40% of the males and 24% of the females are literate, find the percentage of literacy in the town.a)33.7 b)32.7c)31.7 d)30.7Correct answer is option 'C'. Can you explain this answer?.
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