Important Percentage Questions for CUET General Test 2027 with Solutions

Percentages are an important sub-topic in CUET GAT's Numerical Ability, and acing it will help you boost your overall scores. Check out the different types of important percentage questions for CUET General Test that you must prepare for better speed and accuracy.

NTA CUET is a centralised online test for admission to top universities in India, including the University of Delhi, Banaras Hindu University, the Central University of Punjab, and Jawaharlal Nehru University.

According to the NTA CUET 2027 Syllabus, Numerical Ability is one of the sections of the general aptitude test question paper. Percentage is a crucial sub-topic in this section.

This article will walk you through all the different types of important percentage questions for the CUET General Test 2027 for better overall preparation.

Download Free Study Material for CUET Exam 2027

What are Percentage Questions in CUET General Test?

Percentage questions in the CUET General Test check how well you understand “parts out of 100.” These questions are a part of the Numerical Ability section.

They often ask you to find discounts, profit or loss, marks scored, or increases and decreases.

For example, if a shirt costs ₹200 and there is a 25% discount, you save 25% of 200, which is ₹50. So, the new price becomes ₹150.

These questions are simple when you know how to change percentages into numbers and solve step by step.

They help you score well because they are quick and easy once you practice. Percentage questions also help in real life, like when you check sale prices or compare your test marks.

Importance of CUET Percentage Sample Question Papers

Practising percentage questions for CUET UG using the previous year's question paper is a crucial part of CUET preparations.

• They provide a clear understanding of the question type and expected weightage.
• They help identify strong and weak areas in the syllabus.
• They help you familiarise yourself with the different question types over the years.
• They enhance time management skills and accuracy.

Download CUET Sample Paper with Solutions

Important Percentage Questions for CUET General Test with Answers

The following questions are taken from the official CUET sample papers and are aimed at giving you an understanding of the types of questions that can appear in the CUET exam.

Start practising with these important percentage questions for the CUET General Test.

Q1. Basic percentage question:

Find the percentages for: 

37.5% of 300

83.33% of 480

10% of 1 hour

66.66% of 300

20% of 1 million rupees

Q2. The population of a Vatican City is 700. If it increases by 7.14% per annum (every year). Find the population of the Vatican City in one year.

700

750

800

900

Ans: 750

Q3. A horse costing ₹80, 000 one year ago now costs 25% less. Find the changed price.

₹70,000

₹50,000

₹40,000

₹60,000

Ans.₹60,000

Practice with Free PYPs for CUET 2027 Exam Now!

Q4. A tin contains 24 litres of milk. Due to leakage 720 ml is lost. What percent of milk is still present in the tin?

90%

95%

97%

99%

Ans. 97%

Q5. Due to 50% increase in the price of rice Amal purchased 5 kg less rice with the same amount of Rs 60. What is the new price of rice?

Rs 4.66

Rs 5

Rs 4

Rs 6

Ans. Rs 6

Q6. The length of a plot is decreased by 33.33%. By what percentage will the breadth of the plot be increased so that the area remains constant?

50%

25%

20%

None of these

Ans. 50%

Q7. Height of Amit is 50% greater than the height of Sumit. Height is how much per cent less than that of Amit?

50%

33.33%

25%

75%

Ans. 33.33%

Attempt FREE CUET 2027 Mock Tests!

Q8. Initially, Ms. Rakhi has Rs 200 in her wallet; then she increased it by 20%. Once again, she increased her amount by 25%. The final value of money in her wallet will be how much per cent greater than the initial amount?

70%

25%

50%

100%

Ans. 50%

Q9. If the length and breadth of a rectangle are changed by +20% and -10%. What is the percentage change in the area of the rectangle?

8%

10.8%

20%

Data insufficient

Ans. 8%

Q10. In a group of people, 40% are male, and the rest are female. Among the females, 40% are graduates, and the remaining are postgraduates. If the total number of female postgraduates is 360, what is the number of males in the group?

200

300

400

500

Ans. 400

Practice the Sample Percentage Questions for CUET General Test 2027

Here are practice questions, so you can check where your preparation stands before moving to mock tests.

Q1. What is 40% of 250?

A) 90

B) 100

C) 110

D) 120

Answer: B) 100

Explanation: 40% of 250 = (40/100) × 250 = 100.

Q2. What is 15% of 80?

A) 10

B) 12

C) 14

D) 16

Answer: B) 12

Explanation: 15% of 80 = (15/100) × 80 = 12.

Q3. If 20% of a number is 50, what is the number?

A) 200

B) 225

C) 250

D) 275

 Answer: C) 250

Explanation: Let the number be x. 0.20x = 50, so x = 50/0.20 = 250.

Get Instant Access to CUET Books - Sign Up Now

Q4. Express 3/8 as a percentage.

A) 35%

B) 37.5%

C) 40%

D) 42.5%

 Answer: B) 37.5%

Explanation: 3/8 = 0.375 = 37.5%. To convert any fraction to a percentage, multiply it by 100.

Q5. 60 is what percent of 240?

A) 20%

B) 25%

C) 30%

D) 35%

Answer: B) 25%

 Explanation: (60/240) × 100 = 25%.

Q6. What is 200 increased by 25%?

A) 225

B) 240

C) 250

D) 260

Answer: C) 250

 Explanation: 200 + (25% of 200) = 200 + 50 = 250.

Q7. What is 400 decreased by 15%?

A) 320

B) 340

C) 360

D) 380

Answer: B) 340

Explanation: 400 − (15% of 400) = 400 − 60 = 340.

Q8. A student scored 72 marks out of 90. What is the percentage scored?

A) 75%

B) 78%

C) 80%

D) 82%

Answer: C) 80%

Explanation: (72/90) × 100 = 80%.

Q9. 45% of a number is 90. What is 60% of the same number?

A) 100

B) 110

C) 120

D) 130

Answer: C) 120

Explanation: The number = 90/0.45 = 200. 60% of 200 = 120. When two percentages of the same base are involved, find the base first.

Q10. If A's value is 20% more than B's, then B is what percent less than A?

A) 16.67%

B) 18%

C) 20%

D) 25%

Answer: A) 16.67%

 Explanation: Let B = 100, so A = 120. Difference = 20. As a percentage of A: (20/120) × 100 = 16.67%. Note that "20% more" and "20% less" are not reverses of each other — this trap appears often in CUET.

Q11. The price of an item is increased by 20% and then decreased by 20%. What is the net percentage change?

A) −4%

B) 0%

C) −2%

D) +4%

 Answer: A) −4%

Explanation: Net factor = 1.20 × 0.80 = 0.96, i.e., a 4% decrease. Whenever equal percentage increase and decrease are applied successively, there's always a net loss — never a net-zero result.

Q12. A town's population rises 10% in one year and falls 10% the next. What is the net change compared to the original population?

A) −1%

B) 0%

C) +1%

D) −2%

 Answer: A) −1%

 Explanation: Net factor = 1.10 × 0.90 = 0.99, a 1% net decrease from the original figure.

Q13. A number is increased by 25% and then decreased by 20%. What is the net effect?

A) 0%

B) +5%

C) −5%

D) +10%

Answer: A) 0%

Explanation: Net factor = 1.25 × 0.80 = 1.00, meaning the number returns to its original value.

Q14. The marked price of a bag is ₹1,000. It is sold at a 15% discount. What is the selling price?

A) ₹800

B) ₹825

C) ₹850

D) ₹875

Answer: C) ₹850

Explanation: Selling price = 1,000 × (1 − 0.15) = 1,000 × 0.85 = 850.

Q15. A shirt with a marked price of ₹500 receives two successive discounts of 10% and 20%. What is the final price?

A) ₹340

B) ₹350

C) ₹360

D) ₹370

Answer: C) ₹360

Explanation: Price after first discount = 500 × 0.90 = 450. After second discount = 450 × 0.80 = 360. Successive discounts are never simply added (10% + 20% ≠ 30%).

Q16. An item is bought for ₹800 and sold for ₹920. What is the profit percentage?

A) 12%

B) 15%

C) 18%

D) 20%

 Answer: B) 15%

Explanation: Profit = 920 − 800 = 120. Profit % = (120/800) × 100 = 15%.

Q17. If a loss of 10% is incurred on the cost price, the selling price is what percent of the cost price?

A) 80%

B) 85%

C) 90%

D) 95%

Answer: C) 90%

Explanation: A 10% loss means SP = CP − 10% of CP = 90% of CP.

Q18. A person spends 80% of their monthly income. If the income is ₹25,000, how much is saved?

A) ₹4,000

B) ₹4,500

C) ₹5,000

D) ₹5,500

 Answer: C)

 ₹5,000 Explanation: Savings = 20% of 25,000 = 5,000.

Q19. A town's population increased from 40,000 to 44,000. What is the percentage increase?

A) 8%

B) 9%

C) 10%

D) 12%

 Answer: C) 10%

Explanation: Increase = 4,000. Percentage increase = (4,000/40,000) × 100 = 10%.

Q20. In a two-candidate election, the winner receives 60% of the votes and wins by 4,000 votes. What is the total number of votes cast?

A) 18,000

B) 20,000

C) 22,000

D) 24,000

Answer: B) 20,000

 Explanation: Winner's share − loser's share = 60% − 40% = 20% of total votes = 4,000. So total votes = 4,000/0.20 = 20,000.

Q21. The passing marks in a test are 40% of the total. A candidate scored 100 marks and failed by 20 marks. What are the total marks for the test?

A) 275

B) 300

C) 325

D) 350

 Answer: B) 300

 Explanation: Passing marks = 100 + 20 = 120, and this equals 40% of the total. Total marks = 120/0.40 = 300.

Q22. A class has 60 students, of whom 40% are girls. How many boys are in the class?

A) 32

B) 34

C) 36

D) 38

Answer: C) 36

Explanation: Girls = 40% of 60 = 24. Boys = 60 − 24 = 36.

Q23. If 25% of x equals 20% of y, what is the ratio x : y?

A) 4 : 5

B) 5 : 4

C) 3 : 4

D) 4 : 3

Answer: A) 4 : 5

Explanation: 0.25x = 0.20y → x/y = 0.20/0.25 = 4/5, so x : y = 4 : 5.

Q24. B's salary is 20% less than A's. If B's salary is now increased by 20%, whose salary is higher?

A) A's salary

B) B's salary

C) Both equal

D) Cannot be determined

Answer: A) A's salary

Explanation: Let A = 100, so B = 20% less than A = 80. After a 20% increase, B's new salary = 80 × 1.20 = 96, which is still less than A's 100. This question tests whether students assume a percentage increase and decrease of the same value cancel out — they don't, since each percentage is applied to a different base.

Q25. The price of an item is increased by 25%. By what percentage must the new price be decreased to bring it back to the original price?

A) 15%

B) 20%

C) 25%

D) 30%

Answer: B) 20%

Explanation: Let the original price be 100; the new price is 125. Required decrease = 25/125 × 100 = 20%. The percentage needed to reverse a change is never equal to the original percentage change — this is a very common CUET trap.

Q26. A shopkeeper marks up his cost price by 30% and then offers a 10% discount on the marked price. What is his overall profit percentage?

A) 15%

B) 17%

C) 20%

D) 23%

 Answer: B) 17%

 Explanation: Let CP = 100. Marked price = 130. Selling price after 10% discount = 130 × 0.90 = 117. Profit = 17%.

Download Free Sample Papers for CUET 2027

Q27. Two numbers are respectively 20% and 50% more than a third number. What is the ratio of the first two numbers?

A) 4 : 5

B) 5 : 4

C) 2 : 3

D) 3 : 2

Answer: A) 4 : 5

 Explanation: Let the third number = 100. First number = 120, second number = 150. Ratio = 120 : 150 = 4 : 5.

Q28. A CUET candidate needs 60% marks to qualify for a course, out of a total of 800 marks. How many marks are required to qualify?

A) 460

B) 470

C) 480

D) 490 Answer: C)

480 Explanation: 60% of 800 = 480.

Q29. When the price of sugar falls by 20%, a person can buy 5 kg more sugar for ₹800 than before. What was the original price per kg?

A) ₹35

B) ₹40

C) ₹45

D) ₹50

Answer: B) ₹40

Explanation: Let the original price be p per kg. Original quantity = 800/p; new quantity = 800/(0.8p) = 1000/p. Difference = 1000/p − 800/p = 200/p = 5, so p = 40.

Q30. A student's score improved from 320 to 400 (out of 500) between two attempts. What is the percentage increase in marks?

A) 20%

B) 22%

C) 25%

D) 28%

Answer: C) 25%

Explanation: Increase = 400 − 320 = 80. Percentage increase = (80/320) × 100 = 25%. Note the increase is calculated on the original score (320), not on the total marks (500).

How to Prepare Using Important Percentage Questions for CUET General Test 2027

The CUET preparation can be done alongside the Class 12 Board exam. Apart from the domain subjects, you should also prepare separately for the language subjects and the General Aptitude Test.

Here are some of the preparation strategies to follow during your CUET preparation using important percentage questions for the general test -

• Go through each question type of percentage questions for CUET UG thoroughly.
• Understand the CUET exam pattern, previous year exam analysis and marking scheme to prepare accordingly.
• Get all the study material for CUET, such as prep books and previous year's question papers, to help better understand what to expect in the exam.
• Create a monthly timetable on how much material to cover on a daily basis.
• Solve question papers, sample papers, and CUET mock tests to improve speed and accuracy.

Conclusion

Practising with CUET PYPs and sample questions helps you gain a deeper understanding of the exam pattern.

Focusing on important percentage questions for the CUET General Test helps you become familiar with the types of questions typically asked during the exam.

• Solve percentage questions regularly to improve your speed and accuracy for the Numerical Ability section.
• Download free CUET study material and practice more sample questions to understand different patterns and difficulty levels.
• Join Supergrads CUET coaching for expert guidance, structured lessons, and dedicated support to boost your CUET GAT preparation.

More Resources to Explore

CUET Application Form	CUET Cut Off	CUET Marking Scheme
CUET Universities List	CUET Admit Card	CUET Syllabus
CUET 4 vs 5 Subjects	CUET Preparation Strategy	CUET Total Marks (detailed)