Все публикации

Convergent Sequence (0:16:10

Convergent Sequence ( epsilon delta definition) Explain with example

what is sequence??0:09:13

what is sequence?? Explain with example

Power Set, Cartesian0:34:47

Power Set, Cartesian Product , Two god given set || Lecture 4 for IIT JAM MATH 2022

INTERIOR POINT AND0:12:03

INTERIOR POINT AND NEIGHBORHOOD OF A POINT IN METRIC SPACE || Real Analysis || Metric Space

Example of Open0:23:59

Example of Open sphere and Closed sphere || Real Analysis || Metric Spaces||

Subsets of a0:24:09

Subsets of a set || Lecture =3 of IIT JAM MATHEMATICS 2022 ||

Russel's Paradox Explanation||0:35:24

Russel's Paradox Explanation|| Ordinary sets || Lecture = 2 of IIT JAM MATHEMATICS 2022 ||

Open And Closed0:15:30

Open And Closed Sphere in Metric Space || Metric Space ||

Set Theory Basics0:33:22

Set Theory Basics || Axiom of Regularity Explained || IIT JAM 2022 Lecture=1 ||

Crack IIT JAM0:01:58

Crack IIT JAM 2022 with Me || News for all Bsc/BA mathematics students

Product of Ideals0:20:28

Product of Ideals || Abstract Algebra ||Ring Theory

Sum Of Two0:26:14

Sum Of Two Ideals || Ring Theory || Abstract Algebra

IDEALS AND Quotient0:28:20

IDEALS AND Quotient Ring || Abstract Algebra || Ring Theory

Integral Domain ||0:10:09

Integral Domain || Abstract Algebra || Ring Theory

Rings With Or0:21:51

Rings With Or Without Zero Divisors || Explanation with Examples || Abstract Algebra || Group Theory

Example 1 of0:07:11

Example 1 of Ring || Group Theory || Set of Integer is Ring Under Addition And Multiplication ||

Types of Ring0:06:34

Types of Ring || Ring And Field Part 2 || BA/Bsc Math semester 5th ||Group Theory

Ring and Field0:15:01

Ring and Field || Introduction Part 1 ||

INTRODUCTION OF NOVEL0:12:30

INTRODUCTION OF NOVEL KANTHAPURA || BRIEF INTRODUCTION ABOUT NOVELIST RAJA RAO ||

EVEN AND ODD0:08:45

EVEN AND ODD PERMUTATION ALSO THEIR PROPERTIES || PERMUTATION GROUP PART :12 || GROUP THEORY

Every cycle can0:08:18

Every cycle can be expressed as a Product of Transposition || PART =11 OF PERMUTATION GROUP ||

PROOF OF ARBITRARY0:07:03

PROOF OF ARBITRARY INTERSECTION OF SUBGROUP IS A SUBGROUP || THEOREM ON SUBGROUP || GROUP THEORY.

PROOF : INTERSECTION0:06:44

PROOF : INTERSECTION OF SUBGROUP IS ALSO A SUBGROUP || THEOREM ON SUBGROUP || GROUP THEORY ||BA/BSC

CRITERION FOR A0:16:04

CRITERION FOR A COMPLEX TO BE SUBGROUP || THEOREM - 3 ||GROUP THEORY || MATH BA/BSC 5TH SEMESTER