What Are The Most Important Topics For Cat Quantitative Aptitude

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CAT has recently reduced the overall difficulty level of the quantitative aptitude section and standardized the number of questions from the topics.

Both of these changes should make it easier for average students to make this section their scoring section. The topical distribution of questions in the quant section is shown below.

Going through the graph, it is clear that arithmetic and algebra are the two key areas from which the majority of the questions appear. This is followed by 6-7 questions on geometry.

According to the analysis of best teachers for CAT preparation, one can achieve a 99+ percentile in the quant section by only covering 70% of the CAT quant syllabus.

Here is a list of important topics on which to concentrate for CAT 2022 Quant preparation.

Important topics on CAT Arithmetic:
Percentages
Key concepts: Basic percentage change, percentage to ratio conversion, and vice versa.

Profit loss and discount
Key concepts: Practice basic questions involving profits and discounts that require us to use the relationship between C.P., S.P., and M.P.

Averages, ...
... mixtures and alligation
Key concepts: Aside from basic averages questions, one must learn the crisscross method of alligation and practice all types of questions involving mixture replacements.

Ratio and proportion
Key concepts: A basic understanding of ratio and proportion is required.

Time and work & Pipes and cisterns:
Key concepts: If you follow the formula, you must remember at least 20 of them. To get to the answer quickly, the smartest way is to use the basic concepts of ratio and proportion and apply the method of LCM, which is often preferred over formulas.

Time speed and distance
Key concepts: The subject is quite broad and popular among test writers. Questions about average speed, relative speed, meeting points, and boats and streams take precedence over questions about circular races and escalators.

Important topics on CAT Algebra
Linear and quadratic equations
Key Concepts: The fundamentals of quadratic equations, the nature of roots, and integral solutions are covered.

Logarithms
Key concepts: The most recent CAT paper pointed out by best online teachers for CAT preparation had the greatest number of logarithmic questions. The majority of the questions take the form of equations. To arrive at the answers, elementary logarithmic properties, as well as the basic algebraic formula, are commonly used.

Progression and series
Key concepts: The questions are usually about arithmetic and geometric progressions. Questions about series summation have also been seen at times. Working with formulas on the number of terms and sum of the AP and GP series, as well as understanding their means, is sufficient.

Functions and graphs
Key Concepts: Basic function definition and understanding, as well as working with composite functions, are required. Understanding the graphs of some functions, such as modulus, greatest integer, log, and so on, provides an advantage.

Maxima and minima
Key concepts: We have previously seen three types of questions based on
1. AM-GM Concept
2. Polynomials
3. Functions / graphs.
There are specific methods for answering all three types of questions.

Important topics on CAT Geometry
Triangles
Key concepts: Pythagoras' theorem, special triangles such as 30-60-90, isosceles, equilateral mass point geometry, and so on, important triangle theorems, and concepts of similar triangles.

Circles
Key concepts: The circle's basic theorems. Formulas for sectors, segments, and so on. Concepts of Tangent Circles.

Quadrilaterals and polygons
Key concepts: Rectangles, parallelograms, trapeziums, and squares are the most frequently asked questions. Perimeter and area formulas for various quadrilateral figures. Interior and exterior angle fundamental formulas Some hexagonal shortcut formulas Direct Number of diagonals in a polygon formula.

Solid geometry
Key concepts: Area and Volume formulas for Cylinder, Cone, Cuboid, Cube, Sphere etc.

Coordinate geometry
Key concepts: The most frequently asked questions concern rectangles, parallelograms, trapeziums, and squares.
Formulas for the perimeter and area of various quadrilateral figures. Fundamental formulas for interior and exterior angles Some shortcut hexagonal formulas Formula for the number of diagonals in a polygon.