The Common Admission Test (CAT Exam) is a computer-based MBA entrance exam for IIMs and other top B-Schools across the country. Every year, over 2 lakh students apply for the CAT exam. The CAT exam is one of the country’s most popular MBA entrance exams.
Preparing for the quantitative ability section is one of the most challenging challenges for CAT aspirants. The Quantitative Aptitude section is regarded by the majority of CAT toppers as one of the most tricky and time-consuming sections of all.
Students with a non-mathematic background can face a tough time practicing and solving the quantitative ability section questions. However, it can become easy if you have a well-thought-out plan and you know the important topics to focus on that can flip the page and bring new differences to the overall preparation.
Geometry is one such important topic of the CAT Quantitative Aptitude section. In the Quantitative Aptitude Section, 24-25 questions out of 34 are asked from arithmetic and geometry.
On that note, let’s discuss why should study geometry well and a few simple yet crucial tips to follow which can help you ace all geometry questions in the CAT 2022 exam.
Importance of Geometry in CAT Quantitative Aptitude Section
Geometry, of course, establishes a meta-base for itself, but it also serves as a foundation for Trigonometry, Mensuration, and Co-ordinate Geometry.
Geometry accounts for about 6-7 questions on its own. When you factor in Trigonometry, Mensuration, and Co-ordinate Geometry, you’re looking at a total of ten good questions to ace on the Quantitative Aptitude Section.
Circles, Parallel Lines, and Triangles are among the topics that must be practised concurrently with coordinate geometry, with the congruency and similarity of triangles to be stressed upon.
As mentioned earlier, arithmetic and geometry combined account for 24 to 25 questions in the CAT exam. Even if you get 22 questions correct, you are looking at a percentile above 99.
Geometry Tips for CAT Quantitative Aptitude Preparation
Learn Concepts and Try to Link Them
You should begin your preparation for any topic with the fundamentals. Geometry is the same way. Learn triangles first, then circles, and finally quadrilaterals.
Everything else was developed on top of them, steadily, deliberately, and methodically, with each notion postulated using the foundations of the ideas that came before it. In the field of geometry, the concept of proving and establishing is well-established.
That is why learning Geometry is so enjoyable. Consider Archimedes and Euclid. Unlike their day, you now have everything you need to master this topic written out in front of you.
For example, area formulas of different types of equilateral, isosceles, scalene triangles are derived from the general formula of Area of a Triangle. Therefore, while learning the aforementioned formulas, try to relate them to the general one to retain them easily.
Learn iteratively and Then go for Variations
Iteratively learn Geometry. Build a solid theoretical basis, practise a few questions, and then attempt to answer a few questions that aren’t immediately related to what you’ve studied. What are the benefits of using this CAT Geometry Preparation Strategy?
Assume you’ve learned everything there is to know about congruence. It’s simple to answer questions concerning congruence. Suddenly, you’re confronted with a multi-layered head-scratcher of a question.
Many students miss out on the opportunity to solve questions based on interconnected geometrical principles and fail right away. They learn a portion of theory, then apply it to a few questions before moving on to the next chunk. Everything appears to be fine until they begin to solve CAT Level Questions and discover that, due to the layered nature of these questions, they are unable to apply the theorems.
This is why, after creating a firm theoretical foundation, you should learn Geometry in stages.
