For three vectors →a,→b and →c if →a×→b=→c and →a×→c – InterviewSolution

1.	For three vectors →a,→b and →c if →a×→b=→c and →a×→c=→b,then prove that →a,→b and →c are mutually perpendicular vectors,\|→b\|=\|→a\| and \|→a\|=1
Answer» For three vectors $\to a, \to b and \to c i f \to a \times \to b = \to c a n d \to a \times \to c = \to b$ ,then prove that $\to a, \to b a n d \to c$ are mutually perpendicular vectors, $\| \to b \| = \| \to a \| a n d \| \to a \| = 1$

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