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Ch 1: Introduction to vectors, scalar and vectors, dot and cross product, polar and axial vectors; cyclic nature of triple product, Kronecker’s delta and Levi-Civita tensor, linear independence and Wronskian. Appendix C: Linear second order differential equations

Ch.1 Vector calculus: del operator, gradient, div and rot operations, Gauss and Stoke’s theorems. Appendix F: Coordinate systems

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