The Quantitative Aptitude section of CAT is the third and the last section of the question paper. It has 22 questions and the total marks is 66. This section of the CAT exam is usually dominated by Arithmetic and Algebra. Most of the questions out of 22 are asked from these two topics. In CAT 2022, there were about 7-9 Algebra questions and 7-9 Arithmetic questions (the exact number varied for all three slots). Apart from these two topics, there are questions from Mensuration Modern Math and Number System in the Quantitative Aptitude section CAT. Some of the important sub topics in this section include:
Arithmetic topics: Ratio and Prop
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The Quantitative Aptitude section of CAT is the third and the last section of the question paper. It has 22 questions and the total marks is 66. This section of the CAT exam is usually dominated by Arithmetic and Algebra. Most of the questions out of 22 are asked from these two topics. In CAT 2022, there were about 7-9 Algebra questions and 7-9 Arithmetic questions (the exact number varied for all three slots). Apart from these two topics, there are questions from Mensuration Modern Math and Number System in the Quantitative Aptitude section CAT. Some of the important sub topics in this section include:
Arithmetic topics: Ratio and Proportion, Simple and Compound Interest, Profit and Loss Mixtures and Allegations Averages, Percentages, Mean Median Mode, Time and Work, Time Speed and Distance
Algebra topics: Basics Algebraic Formulae, Number of integer solutions, Quadratic Equations, Finding out roots, Maxima and Minimal, Higher Degree Equations, Linear Equations, Problems on ages, Descartes Rule of Signs, Inequalities, Logarithm, Functions, Modifications of Graphs, The smallest Value in a Maximum Function
Number System topics: Finding Out Last Two Digits, Number of Trailing Zeroes, Finding out Remainders based on, Basic Divisibility Rules, Binomial Theorem, Simplifying the Dividend (Single and/or Multiple Divisors), Basics of Numbers, Properties of Numbers, Divisibility Rules, Divisibility and Factors, the highest Common Factor and the lowest Common Multiple, Finding Out the Last Digit, Fermat's Theorem, Euler's Theorem, Pattern Recognition and Cyclicity of Remainders, Wilson's Theorem, Base Systems, Conversion of Bases, Addition/Subtraction/ Multiplication in different bases
Geometry Topics: Lines and Angles, Triangles Basic Concepts, Area, Angles, Similar Triangles Polygons, Circles, Solids / Mensuration 3D Geometry, Coordinate Geometry, Trigonometry
Modern Math topics: Sequence and Series Binomial Theorem, Set Theory, Permutation and Combination, Probability.
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