KEA designs Karnataka PGCET question paper with five sections. Most test takers have reported that Quantitative Analysis is the toughest section. Find Karnataka PGCET quantitative analysis questions here along with important preparation tips.
Karnataka PGCET Quantitative Analysis Questions: Karnataka Examinations Authority (KEA) conducts the PGCET exam for MBA and MCA admissions at state level. To prepare for the Karnataka PGCET exam, candidates can analyse previous year question papers. Preparing with Karnataka PGCET previous year question papers helps candidates know the difficulty standards, important topics, theme of the questions asked in the test, and more.
The Karnataka PGCET Quantitative Analysis section has questions from arithmetic, data analysis and interpretation, statistical analysis and related quantitative aspects. Scroll down to access Karnataka PGCET Quantitative Analysis questions from previous exam sessions.
Also Check: How to Prepare for Karnataka PGCET Quantitative Analysis?
Karnataka PGCET Quantitative Analysis Questions
Find questions from the Karnataka PGCET Quantitative Analysis section across different themes below:
Here are 20 questions from the Quantitative Analysis section of the provided Karnataka PGCET question papers. They are drawn from different years and cover a wide variety of mathematical themes:
Theme 1: Percentages & Inequalities (From 2018 Paper)
Q: P is X% more than Q. Q is (X - 10) per cent less than R. If P > R, what is the range of values X can take ?
- 10% to 28% ❌
- 10% to 25% ❌
- 10% to 37% ✅
- 10% to 43% ❌
Theme 2: Compound Interest (From 2018 Paper)
Q: On a certain sum of money, compound interest earned at the end of three years is INR 1456. Compound interest at the end of two years is INR 880. Compute the principal invested.
- INR 2,400 ❌
- INR 2,800 ❌
- INR 2,000 ✅
- INR 1,600 ❌
Theme 3: Relative Speed & Distance (From 2018 Paper)
Q: Car A trails car B by 50 mts. Car B travels at 45 km/hr. Car C travels from the opposite direction at 54 km/hr. Car C is at a distance of 220 mts from car B. If car A decides to overtake car B before car B and C cross each other. What is the minimum speed at which car A must travel ?
- 36 km/hr ❌
- 67.5 km/hr ✅
- 45 km/hr ❌
- 18 km/hr ❌
Theme 4: Averages (From 2018 Paper)
Q: In a class of 5 students, the average weight of the 4 lightest students is 40 kgs. The average weight of 4 heaviest students is 45 kgs. What is the difference between the maximum and minimum possible average weight overall ?
- 2.8 kgs ❌
- 3.2 kgs ❌
- 4 kgs ❌
- 3 kgs ✅
Theme 5: Time and Work (From 2018 Paper)
Q: A, B and C are to make 100 toys. In a day, they can together make 25 toys. A starts to work alone and makes 32 toys in some days. A then leaves and B and C works to make the remaining toys. It takes 8 days overall to make the 100 toys. How many days will it take for A to make 256 toys alone?
- 16 days ❌
- 32 days ✅
- 64 days ❌
- 30 days ❌
Commonly asked questions
Karnataka PGCET exam has a total of 100 questions to be answered within a time duration of 120 minutes. In case a candidates leaves any question unanswered, no marks will be added or deducted. Also, no marks are awarded or deducted for any question, where the candidate has selected multiple answer choices. Infact, there is no negative marking in the exam. For each correct response marked by the candidate in the OMR sheet, KEA will award one mark in Karnataka PGCET 2023 exam while for the wrong answers, no marks will be deducted.
No. KEA has not defined any of the sections in Karnataka PGCET based on the time duration. Candidates do not need to follow any sectional time limit to solve questions from different sections of the Karnataka PGCET question paper. The total time to complete the exam is 120 minutes. Candidates need to answer all the 100 objective type questions within the time duration of 2 hours.
Karnataka PGCET has a total of 100 questions. these questions are divided equally in each section of Karnataka PGCET exam. Candidates will find 25 question in each exam section.
Theme 6: Mensuration (Area of a Rectangle) (From 2019 Paper)
Q: The area of a rectangular field is 144 m². If its length is increased by 5 mts, its area increases by 40 m². The length of the field is
- 16 m ❌
- 18 m ✅
- 14.4 m ❌
- 20 m ❌
Theme 7: Permutations & Combinations (Numbers) (From 2019 Paper)
Q: How many 5 - digits numbers can be formed with the digits 3, 4, 5, 6, 5, 4, 3 so that the even digits always occupy the even place?
- 3 ❌
- 18 ✅
- 420 ❌
- 6 ❌
Theme 8: Exponents & Simplification (From 2019 Paper)
Q: If 2⁹ + 2⁹ + 2⁹ + 2⁹ is simplified, we get
- 2³⁶ ❌
- (2³⁶)⁴ ❌
- (2⁴)⁹ ❌
- 2¹¹ ✅
Theme 9: Work, Men & Hours (From 2019 Paper)
Q: If 38 men, working 6 hours a day, can do a piece of work in 12 days, find the number of days in which 57 men, working 8 hours a day, can do twice that piece of work. Suppose that 2 men of the first set do as much work in one hour as 3 men of the second set do in 1 ½ hours.
- 36 ❌
- 32 ❌
- 39 ❌
- 27 ✅
Theme 10: Geometry (Angles of a Triangle) (From 2020 Paper)
Q: The angles of a triangle are in the ratio 2:7:11. The angles are
- 20° 70° 90° ❌
- 18° 70° 92° ❌
- 18° 63° 99° ✅
- 20° 70° 110° ❌
Theme 11: Simple Interest (From 2020 Paper)
Q: INR 800 amounts to INR 920 in 3 years at simple interest. If the interest rate is increased by 3%, the amount we get is
- INR 999 ❌
- INR 992 ✅
- INR 980 ❌
- INR 972 ❌
Theme 12: Profit & Loss (From 2020 Paper)
Q: Two musical instruments were purchased for INR 8,000. The first was sold at a profit of 40% and second at a loss of 40%. If the sale price was the same in both the cases, then the cost price of the cheaper instrument was:
- INR 3,600 ❌
- INR 5,600 ❌
- INR 2,400 ✅
- INR 3,800 ❌
Theme 13: Percentages (Examinations) (From 2021 Paper)
Q: A gets 30% marks in an examination but fails by 50 marks, whereas B gets 50 marks more than necessary for passing when he scores 40%. What is the passing percentage and what are the maximum marks?
- 35%, 1000 ✅
- 33%, 1000 ❌
- 35%, 900 ❌
- 33%, 900 ❌
Theme 14: Ratio & Proportion (Coins) (From 2021 Paper)
Q: A man has INR 480 in the form of one-rupee, five-rupee and ten-rupee coins. The number of coins of each type is equal. What is the total number of coins he has?
- 45 ❌
- 60 ❌
- 75 ❌
- 90 ✅
Theme 15: Average Speed (From 2021 Paper)
Q: Two cities A and B are 360 km apart. A car goes from A to B with a speed of 40 km/hr and returns to A with a speed of 60 km/hr. The average speed of the car is
- 45 km/hr ❌
- 48 km/hr ✅
- 50 km/hr ❌
- 55 km/hr ❌
Theme 16: Partnership (From 2022 Paper)
Q: A, B and C became partners in a business by investing money in the ratio of 5:7:6. Next year, they increased their investments by 26%, 20% and 15% respectively. In what ratio should the profit earned during the 2nd year be distributed?
- 21:28:23 ✅
- 23:28:21 ❌
- 28:23:21 ❌
- 35:41:7 ❌
Theme 17: Ages & Linear Equations (From 2022 Paper)
Q: The difference between the present ages of Trisha and Shalini is 14 years. Seven years ago, the ratio of their ages was 5:7 respectively. What is Trisha's present age?
- 49 years ❌
- 56 years ✅
- 63 years ❌
- 40 years ❌
Theme 18: Algebra & Square Roots (From 2023 Paper)
Q: If √18 × 14 × x = 168 then x is equal to:
- 113 ❌
- 112 ✅
- 115 ❌
- 117 ❌
Theme 19: Work & Efficiency (From 2023 Paper)
Q: If the work done by 8 men and 4 boys in 1 day is 7 times the work done by 1 man and 1 boy, then compare the work done by 1 man and 1 boy in 1 day.
- 1 ❌
- 2 ❌
- 3 ✅
- 1/2 ❌
Theme 20: Permutations & Combinations (Words) (From 2023 Paper)
Q: In how many ways can the letters of the word 'STRESS' be arranged?
- 360 ❌
- 240 ❌
- 720 ❌
- 120 ✅
Important Topics from Karnataka PGCET Quantitative Analysis Section
KEA does not have a specified weightage to set the Karnataka PGCET question paper. However, several topics have been repeated over the years in the Karnataka PGCET Quantitative Analysis section. Check important topics for Karnataka PGCET Quantitative Analysis section below:
| Karnataka PGCET Quantitative Analysis Chapters | Karnataka PGCET Quantitative Analysis Important Topics |
|---|---|
| Data Interpretation (DI) | Questions from DI appear in sets of 3 to 5 questions. DI questions are based on graphical representations such as pie charts, bar graphs, line graphs, and tabular data |
| Arithmetic (Percentages, Profit & Loss, and Interest) | Candidates are generally required to calculate simple and compound interest, expenditure, profit margins, and percentage increases/decreases in various scenarios |
| Time, Speed, and Distance | Important themes from TSD include relative speed, trains crossing platforms or other trains, races on circular tracks, and calculating average speed over a journey. |
| Mensuration and Geometry | Questions from the chapter involve calculating areas, perimeters, and volumes. The most commonly tested geometric figures include squares, rectangles, triangles, circles, cubes, cylinders, and spheres |
| Time and Work / Pipes and Cisterns problems | These questions require comparing work efficiency (e.g., men, women, or boys completing tasks), calculating the number of days required to finish a job, or determining the time required for pipes to fill a tank. |
| Averages and Statistics | Questions from the chapter range from finding averages and identifying missing values in a sequence to calculating statistical measures like mean, median, and mode. |
| Ratio, Proportion, and Ages | Important concepts include business partnerships and investments, dividing sums of money, coin denominations, and finding present or past ages using given ratios. |
| Number System and Algebra | Questions are based from consecutive integers, LCM/HCF, divisibility rules, fractions, square roots, and basic algebraic equations. Simplification questions utilising BODMAS rules and exponent laws are also common. |
| Combinatorics and Set Theory | This chapter includes basic Permutations and Combinations (such as arranging letters of a word or forming 5-digit numbers) and Venn diagram-based word problems (e.g., calculating the number of students who passed/failed in overlapping subjects or speak certain languages) |
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