Sem I: Mathematics I

Video Lectures

Displaying all 32 video lectures.
Lecture 1
Real Number
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Real Number
In this lecture, Prof S.K.Ray lectures on Real Numbers.
Lecture 2
Sequences I
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Sequences I
In this lecture, Prof S.K.Ray lectures on Sequences.
Lecture 3
Sequences II
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Sequences II
In this lecture, Prof S.K.Ray lectures on Sequences (cont.)
Lecture 4
Sequences III
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Sequences III
In this lecture, Prof S.K.Ray lectures on Sequences (cont.).
Lecture 5
Continuous Function
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Continuous Function
In this lecture, Prof S.K.Ray lectures on Continuous Function.
Lecture 6
Properties of Continuous Function
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Properties of Continuous Function
In this lecture, Prof S.K.Ray lectures on the Properties of Continuous Functions.
Lecture 7
Uniform Continuity
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Uniform Continuity
In this lecture, Prof S.K.Ray lectures on Uniform Continuity.
Lecture 8
Differentiable Function
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Differentiable Function
In this lecture, Prof S.K.Ray lectures on Differentiable Function.
Lecture 9
Mean Value Theorems
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Mean Value Theorems
In this lecture, Prof S.K.Ray lectures on Mean Value Theorems.
Lecture 10
Maxima - Minima
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Maxima - Minima
In this lecture, Prof S.K.Ray lectures on Maxima - Minima.
Lecture 11
Taylor's Theorem
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Taylor's Theorem
In this lecture, Prof S.K.Ray lectures on Taylor's Theorem.
Lecture 12
Curve Sketching
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Curve Sketching
In this lecture, Prof S.K.Ray lectures on Curve Sketching.
Lecture 13
Infinite Series I
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Infinite Series I
In this lecture, Prof S.K.Ray lectures on Infinite Series.
Lecture 14
Infinite Series II
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Infinite Series II
In this lecture, Prof S.K.Ray lectures on Infinite Series (cont.).
Lecture 15
Tests of Convergence
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Tests of Convergence
In this lecture, Prof S.K.Ray lectures on Tests of Convergence.
Lecture 16
Power Series
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Power Series
In this lecture, Prof S.K.Ray lectures on Power Series.
Lecture 17
Riemann Integral
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Riemann Integral
In this lecture, Prof S.K.Ray lectures on Riemann Integral.
Lecture 18
Riemann Integrable Functions
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Riemann Integrable Functions
In this lecture, Prof S.K.Ray lectures on Riemann Integrable Functions.
Lecture 19
Applications of Riemann Integral
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Applications of Riemann Integral
In this lecture, Prof S.K.Ray lectures on Applications of Riemann Integral.
Lecture 20
Length of a Curve
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Length of a Curve
In this lecture, Prof S.K.Ray lectures on Length of a Curve.
Lecture 21
Line Integrals
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Line Integrals
In this lecture, Prof S.K.Ray lectures on Line Integrals.
Lecture 22
Functions of Several Variables
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Functions of Several Variables
In this lecture, Prof S.K.Ray lectures on Functions of Several Variables.
Lecture 23
Differentiation
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Differentiation
In this lecture, Prof S.K.Ray lectures on Differentiation.
Lecture 24
Derivatives
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Derivatives
In this lecture, Prof S.K.Ray lectures on Derivatives.
Lecture 25
Mean Value Theorem
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Mean Value Theorem
In this lecture, Prof S.K.Ray lectures on Mean Value Theorem.
Lecture 26
Maxima Minima
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Maxima Minima
In this lecture, Prof S.K.Ray lectures on Maxima Minima.
Lecture 27
Method of Lagrange Multipliers
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Method of Lagrange Multipliers
In this lecture, Prof S.K.Ray lectures on Method of Lagrange Multipliers.
Lecture 28
Multiple Integrals
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Multiple Integrals
In this lecture, Prof S.K.Ray lectures on Multiple Integrals.
Lecture 29
Surface Integrals
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Surface Integrals
In this lecture, Prof S.K.Ray lectures on Surface Integrals.
Lecture 30
Green's Theorem
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Green's Theorem
In this lecture, Prof S.K.Ray lectures on Green's Theorem.
Lecture 31
Stokes Theorem
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Stokes Theorem
In this lecture, Prof S.K.Ray lectures on Stokes Theorem.
Lecture 32
Gauss Divergence Theorem
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Gauss Divergence Theorem

In this lecture, Prof S.K.Ray lectures on Guass Divergence Theorem.