M3 (Unit-3) Vector integration

The unit covers following points - Introduction to vectors and their significance in mathematics and physics - Explanation of linear integral, involving the integration of vector fields along curves or paths - Discussion on surface integrals, focusing on the integration of vector fields over surfaces - Overview of volume integrals, used to calculate properties within three-dimensional regions - Introduction to Stokes' theorem, relating line integrals of vector fields to surface integrals - Explanation of Gauss's divergence theorem, which connects surface integrals to volume integrals - Overview of Green's theorem, linking line integrals over closed curves to double integrals over regions in the plane - Emphasis on understanding and applying these integral theorems for analyzing vector fields in various contexts.