Quantitative Ability & Data Interpretation

Arithmetic covers chapters such as Number Systems, Percentages, Averages, Ratio and Proportion, Simplification and Approximation, Counting Principles and, Progression and Series

Arithmetic

Algebra covers chapters such as Algebraic Expressions, Sets, Relations and Functions and, Exponentials and Logarithms

Algebra

Geometry covers chapters such as Coordinate Geometry and Geometrical Shapes

Geometry

Data Interpretation covers chapters such as Graphical Representation of Data and Organisation of Data

Data Interpretation

Quantitative Aptitude for Competitive Examinations

Data Interpretation for CAT

Quantitative Aptitude for the CAT

Quantum CAT Also Useful for XAT | SNAP | CMAT | MAT

Jabbing the XAT

NMAT Official Guide 2020 - Quantitative Skills

How to Prepare for Data Interpretation for CAT

How to prepare for Quantitative Aptitude for the CAT

n- Geometric Means Between Two Numbers

Finding N Arithmetic Means Between Two Numbers

Difference of Sets

Venn Diagrams

Equivalent Sets

Empty Set

Nature of the Roots: Illustration 1

Factorisation Method: Example

Factorisation Method

Surface Area and Volume of Right Triangular Prism

Equations Reducible to the Linear Form

Solution of Linear Equation:Illustration 2

Zero & Negative Integral Indices

Index of a Number

Solving a Linear Equation in One Variable

Introduction to Ratios

Interpretation of a Bar Graph

Basics of Bar Graph

HCF and LCM

Test for Divisibility by 3

Test for Divisibility by 10

Integers : Introduction

Illustration on Conditional Probability

IlLustration on Probability of Events

Mutually Exclusive Events

Types of Events

Sample Space

Area of a Triangle (Coordinate Geometry)

Derivation of Distance Formula 2D

Introduction to Geometric Mean

Sum of First n Terms of a G.P.

Geometric Progression

Finding the nth Term of A.P. With Given Two Terms

Problems on Combinations

Properties Related to Combination

Introduction to Combination

Permutation When Repetition of Objects Is Allowed

Introduction to Factorial Notation

Problems Based on Permutations

Introduction to Permutation

Formation of Linear Inequality: Example

Rules for Drawing Graph of Inequality

Graphical Solution of x > 0

Graphical Solutions of Linear Inequality

Solution of Inequality

Types of Inequalities and Their Properties

Properties of inequalities

Methods of Describing a Set

Introduction to Sets

Complementary Events

Tangent to a Circle

Distance Between Two Points: Some Illustrations

Corollary of Similarity in Right Triangles

Application of AA Criterion for Similarity

SAS Criterion for Similarity of Triangles

Illustration on Similarity of Triangles

Sum of First n Terms of an Arithmetic Progression

Arithmetic Progression

Nature of the Roots of the Quadratic Equation

Arithmetic Mean of the Data

Cyclic Quadrilaterals

Arc of a Circle: Illustration

Circle and Its Related Terms

Linear Equation in Two Variables

Understanding Coordinate Axis

Direct and Inverse Proportion

Multiplication and Division with Different Bases

Geometrical and Algebraic Proof of (a+b)²

Learning Algebraic Expressions

Pie Chart

Properties of the Diagonals of a Rectangle

Properties of the Diagonals of a Rhombus

Illustration Based on Diagonals of Parallelogram

Identification of Convex and Concave Quadrilateral

Introduction to Speed

This chapter covers topics such as Problems on Percentage, Profit and Loss, and Simple and Compound Interest.

Percentages

This chapter covers topics such as Probability, Combinations and Permutations.

Counting Principles

This chapter covers topics such as Radar or Web Graphs, Line Graphs, Bar Graphs, Pie Charts, and Mixed Graphs.

Graphical Representation of Data

This chapter covers topics such as Speed Math, Approximation and Simplification.

Simplification and Approximation

This chapter covers topics such as Basics of Number Systems, and LCM and HCF.

Number Systems

This chapter covers topics such as 3D Geometrical Shapes and 2D Geometrical Shapes.

Geometrical Shapes

This chapter covers topics such as Caselets, and Tabulations and Tables.

Organisation of Data

This chapter covers topics such as Problems on Averages, and Mixtures and Alligations.

Averages

This chapter covers topics such as Sets, Functions and Relations.

Sets, Relations and Functions

This chapter covers topics such as Quadratic Equations, Algebraic Identities, Linear Equations, Roots of Equation, Higher Degree Equations, and Inequalities.

Algebraic Expressions

This chapter covers topics such as Problems on Trains, Boats and Streams, Time and Work, Partnerships in Business, Proportion, Problems Based on Ages, Ratio, Pipes and Cistern, Time, and Speed and Distance.

Ratio and Proportion

This chapter covers topics such as Exponential Functions, Logarithmic Functions and Surds and Indices.

Exponentials and Logarithms

This chapter covers topics such as Coordinate System in 2D and Coordinate System in 3D.

Coordinate Geometry

This chapter covers topics such as Geometric Progression, Arithmetic Progression, A.M. and G.M., and Number Series.

Progression and Series

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