Все публикации

0:48:50

Calculus ll Lecture 2 :Cauchy’s Mean value theorem; Taylor’s and Maclaurin’s series Expansions.

0:54:48

Calculus ll Lecture-1 : Rolle’s theorem, Lagrange’s Mean value theorem

0:58:52

Multivariable Calculus ll Lecture 6 : Maxima and minima of functions by using Lagrange Multipliers

1:01:03

Multivariable Calculus ll Lecture-5 : Euler's theorem & Jacobian , Functional dependence.

1:02:59

Multivariable Calculus ll Lecture-4 :Total derivative & Problems related to Partial derivatives.

0:58:14

Multivariable Calculus ll Lecture 3 : Partial Derivatives.

1:05:34

Multivariable Calculus ll Lecture 2 : Limits and Continuity & related Problems.

0:55:39

Multivariable Calculus ll Lecture 1 : Definition of Limits & Geometrical Approach.

1:13:45

Sequences & Series ll Lecture -14: Absolute and conditional convergence , Alternating Series Tests

0:52:54

Sequences & Series ll Lecture-13 : nth Root , Raabe's , Leibnitz's Tests and related Problems.

1:01:59

Sequences & Series ll Lecture -12 : D-Alembert's Ratio Test and related Problems.

0:56:39

Sequences & Series ll Lecture 11 : Problems related to comparison test & limit comparison test.

0:35:57

Sequences & Series ll Lecture 10 : Logarithmic p-series Test and Comparison Test.

0:52:51

Sequences & Series ll Lecture-9 : Integral Test, p-series Test, Logarithmic p-series Test.

1:02:59

Sequences & Series II Lecture-8 :Various techniques for convergence and divergence of a series.

1:08:26

Sequences & Series II Lecture-7 : Convergence and divergence of a series & Geometric series.

0:43:59

Sequences & Series II Lecture-6 : Sandwich theorem and related problems

1:03:19

Sequences & Series II Lecture-5 : Problems related to sequences.

1:02:57

Sequences & Series II Lecture-4 : Increasing and Decreasing Sequences.

0:59:49

Sequences & Series II Lecture-3 : Boundedness of a sequence.

0:45:33

Sequences & Series II Lecture - 2 : Sub-Sequences and related Problems

0:58:26

Sequences & Series II Lecture - 1 : Definition of a sequence, limit ,Convergent and Divergent.

0:14:38

An Application of Invertible Matrices

0:05:59

GATE-2021 (SET-2) I ME I Linear Algebra