17. Let A be an n x n matrix with two equal columns. Then the homogeneous linear system of equations in matrix form A = 0 has (A) Exactly n solutions (B) Less than n solutions (C) Only the trivial solution (D) No solution (E) An infinite number of solutions

College Algebra
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ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
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Chapter6: Matrices And Determinants
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17. Let A be an n x n matrix with two equal columns. Then the homogeneous linear system
of equations in matrix form Aæ = 0 has
(A) Exactly n solutions
(B) Less than n solutions
(C) Only the trivial solution
(D) No solution
(E) An infinite number of solutions
Transcribed Image Text:17. Let A be an n x n matrix with two equal columns. Then the homogeneous linear system of equations in matrix form Aæ = 0 has (A) Exactly n solutions (B) Less than n solutions (C) Only the trivial solution (D) No solution (E) An infinite number of solutions
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