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Can Zero Vector Exist In Orthogonal Set? [Solved]
If a set is an orthogonal set that means that all the distinct pairs of vectors in the set are orthogonal to each other. Since the zero vector is orthogonal to every vector, the zero vector could be included in this orthogonal set.23 Feb 2012
Orthogonality and Orthonormality
We know that the word
It is given that X1, X2, , Xm are M non zero orthogonal vectors GATE EC 2008
VS13 It is given that X1, X2, …, XM are M non-
Sec 4.3 A set containing the zero vector is linearly dependent (proof)
And let’s pick some vectors coming from that vector space and let’s consider the
