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Complex Numbers is one of the most difficult topics (relatively speaking) in IIT JEE Mathematics. We have received many requests over the past few months to create a live online course on Complex Numbers. We are pleased to announce a twoweek intense course which will enable you to master Complex Numbers for IIT JEE Mains and Advanced
IIT JEE Math Lessons & Problems
CueMath has 700+ very high quality lessons and thousands of problems on all IIT JEE Mathematics topics from Algebra, Geometry and Calculus. This material has been prepared by IIT JEE top rankers who also happen to have years of teaching experience. In the interest of the IIT aspirant community, this material has been freely made available online.
LessonsJEE Math Book
Take your preparation for the IIT JEE Mathematics to the next level. Get your copy of the Mathematics for the JEE Advanced, published by Pearson and written by one of CueMath's creators. This book contains hundreds of new and interesting problems, along with detailed stepbystep solutions.
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Past Papers
Work on problems from past IIT JEE Mathematics papers, and take your JEE Mathematics preparation to the next level!
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Apart from general pointers, read topicspecific tips and step by step techniques on how to master IIT JEE Mathematics.
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Get new and interesting perspectives on IIT JEE Mathematics topics through a wide range of expertlywritten articles.
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IIT JEE Lessons
Algebra 


General Algebra
Number Systems, Ratios and Proportions, Logarithms  
Equations and Inequalities
Introduction, Roots of a Quadratic Expressions, Conditions on Roots, More Inequalities, Miscellaneous Examples  
Sequences and Series
Arithmetic Progressions, Geometric Progressions, Square and Cube Series, Arithmetico Geometric Progressions  
Complex Numbers
Introduction, Arithmetic Operations in C, Geometry of Complex Numbers, Euler's Form, Rotation, Powers of Complex Numbers and Roots of Unity, More Geometry with Complex Numbers, Miscellaneous Examples  
Permutations and Combinations
Introduction, Application of Basics, More Applications  
Binomial Theorem
Introduction, Differentiation and Integration Techniques, Binomial Theorem, Rational Index  
Probability
Introduction, More on Events, Baye's Theorem, Random Variables and Probability Distributions, Binomial Distribution, Interesting Probability Questions, Miscellaneous Examples  
Matrices and Determinants
Introduction, Properties of Determinants, Determinants and Linear Equations, Introduction to Matrices, Applications of Matrices, Properties of Matrices, Miscellaneous Examples 
Geometry 


Plane Geometry
Introduction to Basic Geometry  
Straight Lines
Introduction to Straight Lines, Pair of Straight Lines, Miscellaneous Examples  
Circles
Introduction to Circles, Tangents and Chords, Equations Describing Circles, Family of Circles, Miscellaneous Examples  
Parabolas
Introduction to Parabola, Tangents, Normals, Miscellaneous Results, Miscellaneous Examples  
Ellipses
Introduction to Ellipse, Tangents, More on Tangents and Chords, Normals, Miscellaneous Examples  
Hyperbolas
Introduction to Hyperbola, Tangents, Normals, Pair of Tangents, Rectangular Hyperbolas, Tangents and Normals, Miscellaneous Examples  
Vectors
Introduction, Basic Vector Operations, Resolution Of a Vector, Dot Product, Cross Product, Scalar Triple Product, Vector Triple Product, More Geometry with Vectors, Miscellaneous Examples  
Trigonometry
Basics of Trigonometry, Conditional Identities, Properties and Solutions of Triangles, Inverse Trigonometry, Trigonometric Equations, Miscellaneous Examples  
3D Geometry
Introduction, Plane, Straight Lines 
Calculus 


Functions
Introduction to Functions, Some Standard Functions, Exponential and Logarithmic Functions, Mappings, Properties of Functions, Inverse of a Function, Graphs, Miscellaneous Examples  
Limits
Introduction to Limits, Evaluation of Limits  
Continuity & Differentiability
Introduction to Continuity, Introduction to Differentiability, Miscellaneous Examples  
Differentiation
Introduction to Differentiation, Techniques in Differentiation  
Applications of Derivatives
Tangents and Normals, Monotonicity, Maxima and Minima, Mean Value Theorems, Advanced Graph Plotting, Miscellaneous Examples  
Indefinite Integration
Basic Rules and Formulae, Integration by Simple Rearrangements, Integration by Substitution, Expansion Using Partial Fractions, Integration by Parts, Miscellaneous Substitutions  
Definite Integration
Basics of Definite Integration, Advanced Properties of Definite Integrals, Miscellaneous Examples  
Areas and Volumes
Concepts through Examples  
Differential Equations
Introduction, Solving Differential Equations, Exact Differential Equations, Miscellaneous Examples 