Choose any two independent vectors
Choose any two independent vectors v1 and v2 with at the most one component equal to zero in each vector, and develop a 4X4 matrix M such that v1 and v2 are basis for the column space of M and for the null space. Can such a matrix be symmetric?
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Choose any two independent vectors v1 and v2 with at the most one component equal to zero in each vector, and develop a 4X4 matrix M such that v1 and v2 are basis for the column space of M and for the null space. can such a matrix be symmetric?
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