Topics you should not skip in CAT Quant 2024 preparation include time speed & distance, logarithms, maximum power, circles, quadrilaterals, and more. Make sure to devote extra time to these topics to increase your CAT percentile score!
Topics you should not skip in CAT Quant 2024
include Mixture & Allegations, Profit Loss, Time, Work & Pipes Cistern, Quadratic Equations, Inequalities, geometric progression, weighted average, conditional probability, and more. These topics have a tendency to appear in the
CAT 2024
QA section at a higher frequency than other topics and therefore can help candidates increase their sectional and overall CAT percentile scores. Students should practice important topics while preparing as most questions can come from those topics, and being prepared for the same will ensure that you score high on the exam.
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Important Topics Not to Skip in CAT Quant 2024
Polygons, factorials, number systems, and statistics are some of the topics students must not miss while preparing for CAT quant 2024. Candidates can go through the CAT Quant 2024 important topics tabulated below.
Sections | Topic |
|---|---|
Arithmetic |
|
Algebra |
|
Number System |
|
Geometry |
|
Modern Maths | Sequence and Series |
CAT 2024 Quant Weightage and Difficulty Level
Students can go through important CAT Quant topics along with their weightage and difficulty level mentioned in the table below.
Topics | Total Questions (Expected) | Difficulty Level |
|---|---|---|
Time and Work | 1 to 2 Questions | Difficult |
Interests (SI, CI) | 1 to 2 Questions | Moderately difficult |
Time, Speed, and Distance | 1 to 2 Questions | Moderately difficult |
Probability | 1 to 2 Questions | Moderately difficult |
Geometry & Mensuration | 7 to 8 Questions | Moderately difficult |
Number System, Basic Arithmetic | 5 to 10 Questions | Moderately difficult |
Algebra | 6 to 7 Questions | Moderately difficult |
Permutation & Combination | 1 to 2 Questions | Easy |
Profit, loss, and Discounts | 1 to 2 Questions | Easy |
Trigonometry, Logarithms, and Sets | 1 to 3 Questions | Easy |
CAT Quant 2024 Preparation Tips
Students must practice complex mathematical equations consistently to score well in the CAT 2024 Quant section. Below are some topper tips that will help prepare better for the paper.
Nothing but practice is the way to get a good score in CAT 2024 Quant. While each and every topic should be given equal importance, focus on your strengths and yet work towards bettering your weaknesses.
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FAQs
The CAT quant section has around 33% weightage in the CAT exam. There are 22 questions in the CAT QA section out of the total 66 questions in the CAT exam. Since each question on the CAT exam is worth 3 marks, the maximum marks that candidates can score in the CAT Quant section is 66.
Yes, the CAT Quant section is difficult for various reasons. Firstly, for students without a background in mathematics, the CAT Quant section can be challenging. But if candidates prepare well, they should have no trouble answering this section. Candidates can also use shortcuts and other strategies to improve their performance in this section. However, if candidates do not prepare for this section effectively and improve all the necessary skills like time management and accuracy for CAT QA, then this section can be tough to crack.
No, the CAT Quant syllabus cannot be completed in one month. The CAT Quant syllabus has more topics and concepts than the CAT DILR and CAT VARC section. Due to the vastness and complexity of the CAT Quant syllabus, it requires a significant amount of time to cover and prepare for this section. Candidates need at least a few months to complete the CAT Quant syllabus and also include revision and practice in their preparation plan.
The most important CAT Quant topics include Sets, Triangle, Statistics, Probability, Number Systems, Permutations and Combinations, Algebra, Mensuration, Binomial Theorem, Straight Lines, LCM and HCF, Trigonometry, Similar Triangles, Set Theory and Function, Derangement, Arithmetic Progression, Progressions and Series, and Applications of Averages.
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