The answer above is NOT correct. (1 point) Suppose a matrix A has columns that s

Question

The answer above is NOT correct. (1 point) Suppose a matrix A has columns that span Rn. Select the best statement. A. Then the equation Ax 0 will have nontrivial solutions only if one column is a multiple of another column. B. Then the equation Ax = 0 must have nontrivial solutions. C. Then the equation Ax 0 can have nontrivial solutions, but the shape of the matrix will not give us that information. D. Then the equation Ax 0 will have nontrivial solutions precisely when it is not square E. Then the equation Ax 0 cannot have nontrivial solutions. OF none of the above

Explanation / Answer

Answer :

Suppose the matrix A has columns that span R^n then the equation Ax=0 can not have non trivial solutions

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