Three vectors a→, b→ and c→ satisfy the relation a→.b→ $$=$$ $$0$$ and a→.c→ $$=$$ $$0$$.The vector a→ is parallel to

Question

Three vectors a→,  b→  and  c→   satisfy  the  relation  a→.b→ $$=$$ $$0$$ and  a→.c→ $$=$$ $$0$$.The  vector a→  is  parallel to

Infinity Learn · Accepted Answer

a→.b→ $$=$$ $$0$$   i.e.,  a→  and  b→  will  be perpendicular  to  each other.a→.c→ $$=$$ $$0$$   i.e.,  a→  and  c→  will  be perpendicular  to  each other.b→ ×c→ will  be  a  vector  perpendicular  to  both  b→  and  c→So  a→  is  parallel  to  b→ ×c→

Three vectors $\vec{a}, \vec{b} and \vec{c} satisfy the relation \vec{a} . \vec{b} = 0 and \vec{a} . \vec{c} = 0 . The vector \vec{a} is parallel to$

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Three vectors a→, b→ and c→ satisfy the relation a→.b→ = 0 and a→.c→ = 0.The vector a→ is parallel to

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Three vectors $\vec{a}, \vec{b} and \vec{c} satisfy the relation \vec{a} . \vec{b} = 0 and \vec{a} . \vec{c} = 0 . The vector \vec{a} is parallel to$