I am Balram Yadav (M.Sc maths,CSIR NET(JRF) AIR 121 ,GATE,Cucet) and from last year i am engaged in delivering true knowledge to the learner

Balram Yadav

Vector spaces is a most important topic of linear algebra and basis are building blocks of any vector space.
In this lesson i will teach you complete concept of basis...what is a basis...how to find basis...some general law which basis follows...with the help of examples.
After watching this lesson you will have no doubts left behind in your mind.

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) Basis and Dimension of a Vector Space: GATE

Polynomials

Linear Algebra

Mathematical Sciences

NET Exams

Ace the toughest competitive and government exams in India 

Test Preparation

This lesson will help you in understanding the concept of basis of vector space in depth with familiar approach with the help of examples

L-1 Concept of Basis-Everything What We Need to Know About a Basis (in Hindi)

This lesson is about standard basis and also gives you complete understanding of replacement theorem and many more very important results about basis which may asked in higher exams

L-2 More About Basis of Vector Space (in Hindi)

In this lesson i will teach you how to solve two different type of problems related to basis which generally asked in csir met exam

L-3 Questions on Finding a Basis of a Vector Space (in Hindi)

L-4 Dimension of a Vector Space: Complete Concept (in Hindi)

Details of topics which we are going to learn in this course

Introduction (in Hindi)

In this lesson you will find some very important results on dimension 
And understand what is maximal linearly independent set an why we need it

L-5 Maximal linearly independent set and some property of dimension (hindi)

In this lesson we will practice many questions on the topic of basis and dimension strictly according to CSIR NET and GATE exam pattern..since only theoretical knowledge is not enough to solve question in exam hall.

L-6 Questions practice according to CSIR NET and GATE exam pattern(hind)

Don’t stop practising....you need to do more and more practice...and i am trying to help you

L-7 Questions practice{Basis and Dimension}(hindi)

This lesson will teach you quotient space and makes you to practice some examples of quotient space

L-8 Quotient Space; Definition and Solved examples(hindi)

As we all know practising questions is a important factor in qualifying any higher exams in mathematics...so in this lesson start practising problems on quotient space

L-9 Quotient space solved questions practice(hindi)

Most important topic of vector space according to csir net and gate exam prospective

L-11 Finite Dimensional Vector Space Over Finite Field(hindi)

L-10 Ordered Basis of a Vector Space and Coordinates(hindi)

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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

12 lessons • 2h 33m