Three vectors →A, →B & →C are given as →A=2^i+3^j+4^k , →B=^i+2^j+2^k and →C=m^i+2^j+^k . Find the value of m, for which these vectors are coplanar.

Three vectors →A, →B & →C are given as →A=2^i+3^j+4^k , →B=

1.	Three vectors →A, →B & →C are given as →A=2^i+3^j+4^k , →B=^i+2^j+2^k and →C=m^i+2^j+^k . Find the value of m, for which these vectors are coplanar.
Answer» Three vectors $\to A, \to B & \to C$ are given as $\to A = 2^i + 3^j + 4^k, \to B =^i + 2^j + 2^k$ and $\to C = m^i + 2^j +^k$ . Find the value of $m$ , for which these vectors are coplanar.

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Three vectors →A, →B &amp; →C are given as →A=2^i+3^j+4^k , →B=^i+2^j+2^k and →C=m^i+2^j+^k . Find the value of m, for which these vectors are coplanar.

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Three vectors →A, →B & →C are given as →A=2^i+3^j+4^k , →B=^i+2^j+2^k and →C=m^i+2^j+^k . Find the value of m, for which these vectors are coplanar.