VIDEOS

S.NO	Year	Semester	Video Title	View
1	III Year	VI Semester	INVERSE LAPALCE TRANSFORMS	View
2	III Year	VI Semester	CHANGE OF SCALE PROPERTY	View
3	III Year	VI Semester	MULTIPLICATION DIVISION BY T THEOREMS	View
4	III Year	VI Semester	LAPLACE TRANSFORMS	View
5	III Year	V Semester	FIRST SHIFTING SECOND SHIFTING THEOREM	View
6	III Year	V Semester	BASIS DIMENSION BASIS EXTENSION THEOREM 2	View
7	III Year	V Semester	BASIS EXISTENCE THEOREM	View
8	III Year	V Semester	BASIS DIMENSION INTRODUCTION	View
9	III Year	V Semester	INTEGRAL DOMAIN THEOREMS 2	View
10	III Year	V Semester	INTEGRAL DOMAIN THEOREMS 1	View
11	III Year	V Semester	INTEGRAL DOMAIN SKEW FIELD AND FIELD	View
12	III Year	V Semester	LINEAR COMBINATION OF VECTORS	View
13	III Year	V Semester	VECTOR SPACE	View
14	III Year	V Semester	SUB SPACES	View
15	III Year	V Semester	EXAMPLES OF VECTOR SPACESV SEMLINEAR ALGEBRA	View
16	III Year	V Semester	RINGS V SEM RING THEORY	View
17	II Year	III Semester	CYCLIC PERMUTATIONS	View
18	II Year	III Semester	PRODUCT OF PERMUTATIONS	View
19	II Year	III Semester	PERMUTATION GROUPS	View
20	II Year	III Semester	QUOTIENT GROUP	View
21	II Year	III Semester	PROPERTIES OF NORMAL SUBGROUPS	View
22	II Year	III Semester	INTRODUCTION TO NORMAL SUBGROUPS	View
23	II Year	III Semester	GROUPSIII SEMABSTRACT ALGEBRA	View
24	II Year	III Semester	SUB GROUPS III SEM ABSTRACT ALGEBRA	View
25	II Year	III Semester	COSETS GROUP THEORY	View
26	I Year	II Semester	PLANE PROBLEMS	View
27	I Year	II Semester	DIFFERENT FORMS OF PLANE EQUATION	View
28	I Year	II Semester	DIFFERENT FORMS OF PLANE EQUATION	View
29	I Year	II Semester	PLANE INTRODUCTION	View
30	I Year	II Semester	HIGHER ORDER LINEAR DIFFERENTIAL EQUATIONS	View
31	I Year	I Semester	HIGHER ORDER LINEAR DIFFERENTIAL EQUATIONS 3	View
32	I Year	I Semester	HIGHER ORDER LINEAR DIFFERENTIAL EQUATIONS 2	View
33	I Year	I Semester	HIGHER ORDER LINEAR DIFFERENTIAL EQUATIONS 1	View
34	I Year	I Semester	INTEGRATING FACTORS PART II	View
35	I Year	I Semester	EXACT DIFFERENTIAL EQUATIONS	View
36	I Year	I Semester	INTEGRATING FACTORS PART III SEMDIFFERNTIAL EQUATIONS	View
37	I Year	I Semester	BERNOULIS DIFFERENTIAL EQUATIONS	View
38	I Year	I Semester	LINEAR DIFFERENTIAL EQUATIONS	View
39	I Year	I Semester	FORMATION OF DIFFERENTIAL EQUATIONS	View
40	I Year	I Semester	ORTHOGONAL TRAJECTORIES PART II	View
41	I Year	I Semester	ORTHOGONAL TRAJECTORIES PART 1	View
42	I Year	I Semester	ORTHOGONAL TRAJECTORIES PART III	View