Question: Linear Algebra Problem 1. Consider the matrix 2 A 1 7 Write A in echelon form and use the Invertible Matrix Theorem to conclude whether

Linear Algebra

Problem 1. Consider the matrix 2 A 1 7 Write A in echelon form and use the Invertible Matrix Theorem to conclude whether or not the columns of A span R3 and form a linearly independent set. Problem 2. Consider the matrix 2 7 A = Write A in echelon form and use the Invertible Matrix Theorem to conclude whether or not the columns of A span R and form a linearly independent set

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