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20042	Lecture 1 - 3-Dimensional Space Vectors	Video	Notes
20043	Lecture 2 - Spheres	Video	Notes
20044	Lecture 3 - Dot and cross product of vectors	Video	Notes
20045	Lecture 4 - Parametric Equation of line	Video	Notes
20046	Lecture 5 - Planes in three space	Video	Notes
20047	Lecture 6 - Distance of planes -coordinates system	Video	Notes
20048	Lecture 7 - Vector valued functions(limit ,derivatives,integration)	Video	Notes
20049	Lecture 8 - Change of parameter -Arc Length	Video	Notes
20050	Lecture 9 - Functions of several variables	Video	Notes
20051	Lecture 10 - Limit and continuity	Video	Notes
20052	Lecture 11 - Partial Differentation	Video	Notes
20053	Lecture 12 - Implicit partial Differentation	Video	Notes
20054	Lecture 13 - Chain Rule	Video	Notes
20055	Lecture 14 - Directional Derivatives	Video	Notes
20056	Lecture 15 - Tangent planes and normal lines	Video	Notes
20057	Lecture 16 - Applications of Partial Derivatives(PART 1)	Video	Notes
20484	Lecture 17 - Applications of Partial Derivatives(PART 2)(ABSOLUTE MAXIMUM OR MINIMUM VALUES)	Video	Notes
20485	Lecture 18 - LAGRANGE MULTIPLIER	Video	Notes
22085	Lecture 19 - Double integration over rectangular region	Video	Notes
22086	Lecture 20 - Double integration over non rectangular region	Video	Notes
22087	Lecture 21 - reversing the order of integration 1	Video	Notes
22088	Lecture 22 - reversing the order of integration 2	Video	Notes
22089	Lecture 23 - Polar integration (part 1)	Video	Notes
22090	Lecture 24 - POlar integration (part 2)	Video	Notes

Multivariablecalculus