Prove that the triple scalar product of ( A × B ) , ( B × C ) , and ( C × A ) , is equal to the square of the triple scalar product of A , B , and C . Hint: First let ( B × C ) = D , ( B × C ) = D , and evaluate ( A × B ) × D . [ See Am . J . Phys . 6 6 , 739 ( 1998 ) . ]
Prove that the triple scalar product of ( A × B ) , ( B × C ) , and ( C × A ) , is equal to the square of the triple scalar product of A , B , and C . Hint: First let ( B × C ) = D , ( B × C ) = D , and evaluate ( A × B ) × D . [ See Am . J . Phys . 6 6 , 739 ( 1998 ) . ]
Finite Mathematics for Business, Economics, Life Sciences and Social Sciences
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