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📖 generic · 12th TN - English Medium · MATHEMATICS-VOLUME 1 · Page 247question

6.6 Jacobi’s Identity and Lagrange’s Identity · Part 3

Chapter 8: Chapter 6 · MATHEMATICS-VOLUME 1

) ( [ , , ] [ , , ] a c d b b c d a Solution (i) By definition, , j c Vector - - Then, ) ( ... ( ) On the other hand, we have [ , , ] [ , , ] a b d c a b c d ( ( ... ( ) Therefore, from equations ( ) and ( ), identity (i) is verified. The verification of identity (ii) is left as an exercise to the reader.

Related topics

6.1 Introduction→Applications of Vector Algebra→Learning Objectives→6.2 Geometric introduction to vectors→6.2 Geometric introduction to vectors · Part 2→

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