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Multivariable calculas

NPTEL and Indian Institute of Technology Roorkee via YouTube


Multivariable Calculus.
Lecture 01: Functions of several variables.
Lecture 02: Limits for multivariable functions-I.
Lecture 03: Limits for multivariable functions-II.
Lecture 04: Continuity of multivariable functions.
Lecture 05: Partial Derivatives-I.
Lecture 06: Partial Derivatives-II.
Lecture 07: Differentiability-I.
Lecture 08: Differentiability-II.
Lecture 09: Chain rule-I.
Lecture 10: Chain rule-II.
Lecture 11: Change of variables.
Lecture 12: Euler’s theorem for homogeneous functions.
Lecture 13: Tangent planes and Normal lines.
Lecture 14: Extreme values-I.
Lecture 15: Extreme values-II.
Lecture 16: Lagrange multipliers.
Lecture 17: Taylor’s theorem.
Lecture 18: Error approximation.
Lecture 19: Polar-curves.
Lecture 20: Multiple Integrals.
Lecture 21-Change of order of Integration.
Lecture 22-Change of Variables in Multiple Integral.
Lecture 23-Introduction to Gamma Function.
Lecture 24.
Lecture 25.
Lecture 26.
Lecture 27.
Lecture 28.
Lecture 29.
Lecture 30.
Lecture 31.
Lecture 32.
Lecture 33.
Lecture 34.
Lecture 35.
Lecture 36.
Lecture 37.
Lecture 38.
Lecture 39.
Lecture 40.

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Multivariable calculus - IITR

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