Teja K

This is a detailed matrix course in Telugu. Note that the terms used will be of English whereas the explanation will be in Telugu.

IIT JEE 2020 and 2021 Main and Advanced exam preparation. Know about detailed syllabus, best books, exam pattern and dates. Cover previous year question papers and book solutions from great educators.

IIT JEE

JEE Main and Advanced Preparation

Telugu

(Telugu) Introduction to Matrices for JEE

Matrices 

Algebra

Mathematics

IITJEE, NEET UG and Foundation

Ace the toughest competitive and government exams in India 

Test Preparation

In this Telugu lesson we'll discuss about
1) definition of a matrix
2) Terminology used in matrices.
3) order of a matrix
4) conditions for equality of matrices

Basics of Matrices (in Telugu)

Basic Types of Matrices (in Telugu)

In this Telugu lesson we'll discuss about
1) matrix addition and subtraction
2) properties of matrix addition
3) scalar multiplication of matrix
4) properties of scalar multiplication

Matrix Algebra Part - 1 (in Telugu)

Matrix multiplication and its properties will be discussed in Telugu in this lesson.

Matrix Algebra Part - 2 (in Telugu)

In this lesson topics like
1) transpose of a matrix
2) properties of transpose
3) symmetric and skew symmetric matrices have been discussed in Telugu

Transpose of a Matrix and its Properties (in Telugu)

In this Telugu lesson we'll see conjugate and transpose conjugate of matrices along with their properties. In the last slide hermitian and skew hermitian matrices have been defined.

Conjugate and transpose of a matrix

We'll discuss the procedure for finding determinants of 1st, 2nd, 3rd and 4th order matrices in this Telugu lesson

Determinants of order 1, 2, 3 and 4

In this Telugu lesson we'll discuss various properties of determinants along with proofs or examples

Properties of determinants (in Telugu)

Cofactor matrix, 
adjoint (or) adjugate matrix and
properties of adjoint are discussed in this Telugu lesson.

Cofactor, Adjoint or Adjugate matrix

In this lesson we'll learn the method of calculating the inverse of 2x2 and 3x3 matrices along with examples. Instead of finding inverse of 3x3 matrix by conventional method, a shortcut has been used to find it.

Inverse of 2nd, 3rd order matrices (in Telugu)

Properties of matrix inverse have been discussed in this Telugu lesson with examples.

Properties of Inverse (in Telugu)

The left over types of matrices have been explained in this Telugu lesson. They are
Idempotent matrix, 
Periodic matrix, 
Involutary matrix, 
Nilpotent matrix,
Orthogonal matrix, 
Unitary matrix

Remaining special matrices (in Telugu)

Almost all the types of matrices have been revised in this Telugu lesson. The types discussed are
Real and Complex matrices,
Row matrix, 
Column matrix,
Null matrix, 
Square and rectangular matrices, 
Diagonal matrix, 
Scalar and Identity matrix, 
Upper and lower triangular    matrices, 
Strictly triangular Matrix, 
Symmetric and skew symmetric matrices, 
Hermitian and skew hermitian matrices, 
Singular and non-singular matrices, 
Idempotent matrix, 
Periodic matrix,
Involutary matrix, 
Nilpotent matrix, 
Orthogonal matrix, 
Unitary matrix

All types of matrice quick review (in Telugu)

In this Telugu lesson we'll discuss about the topics:
1)Trace of a matrix
2) Properties of Trace
3) Area of triangle using determinants

Trace, Area of triangle using determinants

In this lesson we are going to discuss about
1) Sub-matrix
2) Minor of a matrix
3) Rank of a matrix
4) Echelon form
5) How to determine rank using echelon form

Rank & Echelon form

Properties of rank of a matrix will be discussed in this Telugu lesson.  Most properties have also been verified with the help of examples.

Properties of rank (in Telugu)

In this lesson we'll learn the basics of system of linear equations and their respective solutions

System of linear equations' basics (in Telugu)

In this lesson we'll learn about the conditions for consistency (by rank method) and will solve some examples

Conditions for consistency (in Telugu)

In this lesson we'll see how matrices are used in data encryption and decryption

Matrices in encryption

In this Telugu lesson, we'll solve some matrix problems which appeared in previous entrance examinations

Previous year problems

Some more matrices problems which appeared in previous year question papers have been solved in this lesson

Previous year problems-2

This is the third part of the solved problems series. Just like the earlier two parts, few more problems from previous papers have been solved in this Telugu lesson

Previous year problems-3

AIR-42 in JEE, INChO Gold Medalist, INPHO qualified, former faculty at Resonance (Kota) & Nucleus (Kota)

Prashant Jain

In this course, we understand progressions from class X level and build it to JEE Advanced level using Outcome Based Teaching Method.

(Hindi)Sequence and Series - IIT JEE

A Game Changer in Mathematics, produced multiple 100 percentilers, Air 33 & 34 (Main 2024), his courses are the Benchmark for IIT JEE 

Vineet Loomba

In this course VL Sir will cover all the topics on matrices and determinants from basic to JEE Advanced Level. This course will comprehensively cover the whole syllabus of JEE Main, JEE Advanced, BITSAT, CBSE and State Boards, WBJEE, VITEEE etc.

(Hindi) Matrices Determinants (Zero to Hero) for JEE Main and Advanced : IIT JEE

This course serves as a quick revision module for matrices and determinants portion of JEE Main and Advanced (IIT-JEE). It aims to help the learners revise all the concepts in matrices determinants in a short span of time. Prepared by IITian VL Sir.

(Hindi) Revise Matrices Determinants in 70 minutes : IIT-JEE

An IIT-Delhi alumnus, mentor to top AIRs like 12 & 24, a specialist in Calculus, former faculty at Bansal Classes, Vibrant Academy & Etoos.

Manoj Chauhan

In this course, the educator is discussing concept involving mattresses chapter would be dealt with, with full illustrations and more methods you will get a clear inside about all the questions which are similar to those asked in IIT JEE mains and advanced exam

(Hindi) Matrices by Manoj Chauhan for IIT JEE Main and Advance

Maths faculty for JEE(Main & Advance)•
B.Tech from CUSAT, Kerala•
Cleared JEE MAIN in 2014 •

Aftab Alam

(Hindi) Determinants for IIT JEE

20+ years of Experience in Teaching Mathematics. Mentored 50,000+ students. Produced 100/100 score in Maths.


Vishal Mahajan

In this course, the educator is discussing Complex Numbers & Quadratic Equations for IIT JEE & CLASS 11

Lessons

22 lessons • 4h 58m

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Basics of Matrices (in Telugu)

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Basic Types of Matrices (in Telugu)

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Matrix Algebra Part - 1 (in Telugu)

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Matrix Algebra Part - 2 (in Telugu)

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Transpose of a Matrix and its Properties (in Telugu)

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Conjugate and transpose of a matrix

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Determinants of order 1, 2, 3 and 4

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Properties of determinants (in Telugu)

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Cofactor, Adjoint or Adjugate matrix

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Inverse of 2nd, 3rd order matrices (in Telugu)

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