Bruno Admin
Posts : 184 Join date : 2009-09-15 Age : 36 Location : the infinite, frictionless plane of uniform density
| Subject: Jacobi Identity Thu Oct 08, 2009 12:22 pm | |
| Prove Jacobi's identity :
A x (B x C) + B x (C x A) + C x (A x B) = 0
where A, B, C are any three vectors in R^3 and 'x' is the cross product. | |
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