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Prove that vectors u , v and w are coplanar if and only if vectors u , v and w are linearly dependent. Step by step please
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hint if the vectors are coplanar then there exist (non zero value )scalars s and t such that w=s u +t v s u +t v +(-1) w =0 and the since the at least one of s,t ,-1 not 0 they are linearly dependent ...
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