Solving any nonhomogenous system of linear equations can be

Solving any non-homogenous system of linear equations can be interpreted as finding a translate of the kernel of some linear transformation by a certain vector.

Solution

TRUE

Reason: Solutions of the non-homogeneous equation Ax = b are obtained translating solutions of the homogeneous equation Ax_h = 0, using a particular solution x₀ of the non-homogeneous system.