If →a=^i+^j+^k,→b=4^i−2^j+3^k and →c=^i−2^j+^k, then a vector of magnitude 6 units which is parallel to the vector 2→a−→b+3→c is

If →a=^i+^j+^k,→b=4^i−2^j+3^k and →c=^i−2^j+^k, then a vecto

1.	If →a=^i+^j+^k,→b=4^i−2^j+3^k and →c=^i−2^j+^k, then a vector of magnitude 6 units which is parallel to the vector 2→a−→b+3→c is
Answer» If $\to a =^i +^j +^k, \to b = 4^i - 2^j + 3^k$ and $\to c =^i - 2^j +^k$ , then a vector of magnitude $6$ units which is parallel to the vector $2 \to a - \to b + 3 \to c$ is

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If →a=^i+^j+^k,→b=4^i−2^j+3^k and →c=^i−2^j+^k, then a vector of magnitude 6 units which is parallel to the vector 2→a−→b+3→c is

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