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Let →a,→b,→c are three unit vectors such that no two of the vectors are collinear. If the vector →a+→b is collinear with →c and the vector →b+→c is collinear with →a, then the value of |→a+→b+→c| is |
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Answer» Let →a,→b,→c are three unit vectors such that no two of the vectors are collinear. If the vector →a+→b is collinear with →c and the vector →b+→c is collinear with →a, then the value of |→a+→b+→c| is |
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