all the like vectors are coplanar vectors?
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The three given vectors are coplanar if their scalar triple product is zero and if they are linearly dependent. Collinear vectors are always linearly dependent. Two vectors are always coplanar.
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If there are three vectors in a 3d-space and their scalar triple product is zero, then these three vectors are coplanar. ... In case of n vectors, if no more than two vectors are linearly independent, then all vectors are coplanar.
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