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Daily Passage Test for CLAT - Apr 25 MCQs & solutions Free


MCQ Practice Test & Solutions: Daily Passage Test for CLAT - Apr 25 (5 Questions)

You can prepare effectively for CLAT Daily Passage Practice for CLAT with this dedicated MCQ Practice Test (available with solutions) on the important topic of "Daily Passage Test for CLAT - Apr 25". These 5 questions have been designed by the experts with the latest curriculum of CLAT 2026, to help you master the concept.

Test Highlights:

  • - Format: Multiple Choice Questions (MCQ)
  • - Duration: 10 minutes
  • - Number of Questions: 5

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Daily Passage Test for CLAT - Apr 25 - Question 1

Directions: Study the following information carefully and answer the questions given beside.

1600 teenagers gathered at a function. They were asked about their interests. Each teenager was interested in at least one thing among watches, mobile phones and bikes. 60% of total teenagers were interested in bikes. 65% of total teenagers were interested in mobile phones. 80% of total teenagers were interested in watches. 30% of total teenagers were interested in all three things. 50% of total teenagers were interested in both watches and bikes. 10% of total teenagers were interested in only watches. 20% of total teenagers were interested in both watches and mobile phones but not in bikes.

Q. What is the ratio of the number of teenagers who were interested in both mobile phones and bikes to the number of teenagers who were interested in only watches?

Detailed Solution: Question 1

From a common explanation, we have
Reqd. % = (30% + 5%) : 10% = 7 : 2
Hence, Option D is correct.

Common explanation:
60% of total teenagers were interested in bikes. 65% of total teenagers were interested in mobile phones. 80% of total teenagers were interested in watches. 30% of total teenagers were interested in all three things. 10% of total teenagers were interested in only watches. 20% of total teenagers were interested in both watches and mobile phones but not in bikes.


50% of total teenagers were interested in both watches and bikes. 
Total teenagers who were interested in both watches and bikes but not in mobile phones = 50% – 30% = 20%


Let those who are interested in only mobile phones = x%
Those who are interested in both mobile phones and bikes but not in watches = 65% – (20 + 30 + x)% = 15% – x%
Those who are interested in only bikes = 60% – (20 + 30 + 15 – x)% = x% – 5%


x% – 5% + 15% – x% + x% = 100% – 80%
x% = 10%

Daily Passage Test for CLAT - Apr 25 - Question 2

Directions: Study the following information carefully and answer the questions given beside.

1600 teenagers gathered at a function. They were asked about their interests. Each teenager was interested in at least one thing among watches, mobile phones and bikes. 60% of total teenagers were interested in bikes. 65% of total teenagers were interested in mobile phones. 80% of total teenagers were interested in watches. 30% of total teenagers were interested in all three things. 50% of total teenagers were interested in both watches and bikes. 10% of total teenagers were interested in only watches. 20% of total teenagers were interested in both watches and mobile phones but not in bikes.

Q. How many teenagers were interested in watches?

Detailed Solution: Question 2

From common explanation, we have
Reqd. number = 80% of 1600 = 1280
Hence, Option D is correct.

Common explanation:
60% of total teenagers were interested in bikes. 65% of total teenagers were interested in mobile phones. 80% of total teenagers were interested in watches. 30% of total teenagers were interested in all three things. 10% of total teenagers were interested in only watches. 20% of total teenagers were interested in both watches and mobile phones but not in bikes.


50% of total teenagers were interested in both watches and bikes. 
Total teenagers who were interested in both watches and bikes but not in mobile phones = 50% – 30% = 20%


Let those who are interested in only mobile phones = x%
Those who are interested in both mobile phones and bikes but not in watches = 65% – (20 + 30 + x)% = 15% – x%
Those who are interested in only bikes = 60% – (20 + 30 + 15 – x)% = x% – 5%


x% – 5% + 15% – x% + x% = 100% – 80%
x% = 10%

Daily Passage Test for CLAT - Apr 25 - Question 3

Directions: Study the following information carefully and answer the questions given beside.

1600 teenagers gathered at a function. They were asked about their interests. Each teenager was interested in at least one thing among watches, mobile phones and bikes. 60% of total teenagers were interested in bikes. 65% of total teenagers were interested in mobile phones. 80% of total teenagers were interested in watches. 30% of total teenagers were interested in all three things. 50% of total teenagers were interested in both watches and bikes. 10% of total teenagers were interested in only watches. 20% of total teenagers were interested in both watches and mobile phones but not in bikes.

Q. How many teenagers were interested in only bikes?

Detailed Solution: Question 3

From common explanation, we have
Reqd. number = 5% of 1600 = 80
Hence, Option A is correct.

Common explanation:
60% of total teenagers were interested in bikes. 65% of total teenagers were interested in mobile phones. 80% of total teenagers were interested in watches. 30% of total teenagers were interested in all three things. 10% of total teenagers were interested in only watches. 20% of total teenagers were interested in both watches and mobile phones but not in bikes.


50% of total teenagers were interested in both watches and bikes. 
Total teenagers who were interested in both watches and bikes but not in mobile phones = 50% – 30% = 20%


Let those who are interested in only mobile phones = x%
Those who are interested in both mobile phones and bikes but not in watches = 65% – (20 + 30 + x)% = 15% – x%
Those who are interested in only bikes = 60% – (20 + 30 + 15 – x)% = x% – 5%


x% – 5% + 15% – x% + x% = 100% – 80%
x% = 10%

Daily Passage Test for CLAT - Apr 25 - Question 4

Directions: Study the following information carefully and answer the questions given beside.

1600 teenagers gathered at a function. They were asked about their interests. Each teenager was interested in at least one thing among watches, mobile phones and bikes. 60% of total teenagers were interested in bikes. 65% of total teenagers were interested in mobile phones. 80% of total teenagers were interested in watches. 30% of total teenagers were interested in all three things. 50% of total teenagers were interested in both watches and bikes. 10% of total teenagers were interested in only watches. 20% of total teenagers were interested in both watches and mobile phones but not in bikes.

Q. How many teenagers were interested in only one of the three things?

Detailed Solution: Question 4

From common explanation, we have
Reqd. number = (10 + 10 + 5)% of 1600 = 400
Hence, Option B is correct.

Common explanation:
60% of total teenagers were interested in bikes. 65% of total teenagers were interested in mobile phones. 80% of total teenagers were interested in watches. 30% of total teenagers were interested in all three things. 10% of total teenagers were interested in only watches. 20% of total teenagers were interested in both watches and mobile phones but not in bikes.


50% of total teenagers were interested in both watches and bikes. 
Total teenagers who were interested in both watches and bikes but not in mobile phones = 50% – 30% = 20%


Let those who are interested in only mobile phones = x%
Those who are interested in both mobile phones and bikes but not in watches = 65% – (20 + 30 + x)% = 15% – x%
Those who are interested in only bikes = 60% – (20 + 30 + 15 – x)% = x% – 5%


x% – 5% + 15% – x% + x% = 100% – 80%
x% = 10%

Daily Passage Test for CLAT - Apr 25 - Question 5

Directions: Study the following information carefully and answer the questions given beside.

1600 teenagers gathered at a function. They were asked about their interests. Each teenager was interested in at least one thing among watches, mobile phones and bikes. 60% of total teenagers were interested in bikes. 65% of total teenagers were interested in mobile phones. 80% of total teenagers were interested in watches. 30% of total teenagers were interested in all three things. 50% of total teenagers were interested in both watches and bikes. 10% of total teenagers were interested in only watches. 20% of total teenagers were interested in both watches and mobile phones but not in bikes.

Q. The number of teenagers who were interested only in mobile phones was what percentage of the number of teenagers who were interested only in watches?

Detailed Solution: Question 5

From common explanation, we have


Hence, Option D is correct.

Common explanation:
60% of total teenagers were interested in bikes. 65% of total teenagers were interested in mobile phones. 80% of total teenagers were interested in watches. 30% of total teenagers were interested in all three things. 10% of total teenagers were interested in only watches. 20% of total teenagers were interested in both watches and mobile phones but not in bikes.


50% of total teenagers were interested in both watches and bikes. 
Total teenagers who were interested in both watches and bikes but not in mobile phones = 50% – 30% = 20%


Let those who are interested in only mobile phones = x%
Those who are interested in both mobile phones and bikes but not in watches = 65% – (20 + 30 + x)% = 15% – x%
Those who are interested in only bikes = 60% – (20 + 30 + 15 – x)% = x% – 5%


x% – 5% + 15% – x% + x% = 100% – 80%
x% = 10%

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