If the vectors and are coplanar

MATHEMATICS · Subjective · CBSE · Mathematics · Vector Algebra · Vector Algebra

Problem

If the vectors 2i−j+k,i+2j−3k2 \boldsymbol{i} - \boldsymbol{j} + \boldsymbol{k}, \boldsymbol{i} + 2 \boldsymbol{j} - 3 \boldsymbol{k} and 3i+aj+5k3 \boldsymbol{i} + a \boldsymbol{j} + 5 \boldsymbol{k} are coplanar, then prove that a=4a = 4.

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