How are the notions of column space and nullspace related to

How are the notions of column space and nullspace related to matrix equations Ax=b?

Solution

The system of linear equations Ax = b is solvable exactly when b is a vector
in the column space of A.

The system of linear equations Ax = b is solvable exactly when b=0 is a vector
in the null space of A.

How are the notions of column space and nullspace related to matrix equations Ax=b?SolutionThe system of linear equations Ax = b is solvable exactly when b is a

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