If a system has equations x+2y=3x + 2y = 3x+2y=3 and x+2y=3+ϵx + 2y = 3 + \epsilonx+2y=3+ϵ (where ϵeq0\epsilon eq 0ϵeq0), it is described as:
Inconsistent
Dependent
Singular
Homogeneous