B.sc(computer science),M.sc (maths),B.ed (science & maths), CTET (PRT, TGT both level qualified),NBHM QUALIFIED, passionate about teaching

Jyoti Harbla

The Course covers Important topic of linear algebra. This Course is beneficial for CSIR-UGC NET  aspirants.

Crack CSIR NET by studying MATHEMATICS, PHYSICS, LIFE SCIENCE, CHEMISTRY, EARTH SCIENCE on one online platform. Everything you need to crack JRF.

CSIR-UGC NET

Hindi

(Hindi) Algebra: CSIR-UGC NET

Polynomials

Linear Algebra

Mathematical Sciences

NET Exams

Ace the toughest competitive and government exams in India 

Test Preparation

Matrix: (Part-1) (in Hindi)

Important concept of diagonal and scalar matrix.

Matrix: (Part-2) (in Hindi)

Super uper and super lower triangular matrix and their properties

Matrix: (Part-3) (in Hindi)

Important concept of Backward diagonal matrix and backward scalar matrix

Matrix: (Part-4) (in Hindi)

This lesson contains concept of matrix multiplication

Matrix: (Part-5) (in Hindi)

Concept in detailed for transpose , conjugate and transpose conjugate of a matrix...

Matrix: (part-6) in hindi

Important concept of determinant and relation between minor and cofactor and their properties

Matrix: (part-7) Deteminants

This lesson contains concept of adjoint and their properties and some examples

Matrix : (part-8) Adjoints

Remaining properties of adjoint and some important examples

Matrix : (part-9) in hindi

Concept of inverse of a square matrix(invertible matrix) and exam point of view some important results

Matrix:(part-10) in hindi

Basic propertiesTrace of a matrix and csir net questions in 2015 on trace

Matrix:(part-11) trace of a matrix (part-1) in hindi

Some important discussion on trace of a matrix

Matrix:(part-12) trace of a matrix(part-2) in hindi

Previous year important questions on trace of a matrix

Matrix:(part-13) trace of a matrix(part-3) in hindi

Interesting question on trace of a matrix to the point of CSIR-NET/JRF

Matrix:(part-14)trace of a matrix(part-4)

Very interesting question on trace of a matrix to the point of CSIR-NET/ JRF

Matrix:(part-14) trace of a matrix (part-4) in hindi

Symmetric and skew- symmetric matrix  in detailed

Matrix:(part-15) symmetric or skew-symm.(part-1) in hindi

Some important questions on symmetric and skew-symmetric matrix to the point of CSIR-NET/JRF

Matrix:(part-16) symmetric and skew-symmetric(part-2) in hindi

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CSIR-UGC Net qualified  AIR-26| IIT JAM qualified | 6+ years of teaching experience| Guided 100+ qualified candidat

Ravi Mittal

In this course, the educator will discuss Caley Hamilton Theorem and the concept of diagonalization. The minimal polynomial and trick to find the minimal polynomial will also be discussed for CSIR-UGC NET.

(Hindi) Caley Hamilton Theorem and Concept of Diagonalization - CSIR-UGC NET

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Pankaj Kumar

This Course contains beautiful explanation of fundamentals of Linear Algebra by following the books Friedberg, D.C. Lay and Hoffmann and Kunze with the Concept wise discussion of CSIR NET JRF/ IITJAM Question Bank.

Linear Algebra: CSIR-UGC NET

In this course, the educator will discuss the some basic concepts of eigen values and eigen vectors along with the some short tricks to find eigen values.

(Hindi) Eigen Values and Eigen Vectors - CSIR UGC NET

In this course i will discuss about the jordan canonical form for CSIR-UGC NET aspirants

(Hindi) CSIR-UGC NET: Course on Jordan Canonical Form

It contains beautiful fundamentals of Linear Algebra from Friedberg, D.C.Lay, Hoffmann and Kunze with previous year conceptwise discussion of CSIR NET JRF + IIT jam Questions.

(Hindi) Linear Algebra: CSIR-UGC NET

Ashitha Sivadas

This course covers topics on mainly matrices and system of linear equations and certain problems concerning that,which are very important for the coming exams.

Lessons

17 lessons • 2h 50m

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Matrix: (Part-1) (in Hindi)

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Matrix: (Part-2) (in Hindi)

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Matrix: (Part-3) (in Hindi)

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Matrix: (Part-4) (in Hindi)

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Matrix: (Part-5) (in Hindi)

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Matrix: (part-6) in hindi

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Matrix: (part-7) Deteminants

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Matrix : (part-8) Adjoints

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Matrix : (part-9) in hindi

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Matrix:(part-10) in hindi

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