Asked by sowmya
Let A be an m×n matrix and b ∈ R
m. Prove that the system of equations Ax = b is inconsistent
if and only if there is a leading term in the last column of row echelon form of the augmented matrix
m. Prove that the system of equations Ax = b is inconsistent
if and only if there is a leading term in the last column of row echelon form of the augmented matrix
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