For each system of linear equations shown below, classify the system as "consistent dependent," "consistent independent," or "inconsistent." Then, choose the best description of its solution. If the system has exactly one solution, give its solution. System A System B System C Line 1: y= W N -x - 3 Line 1: y= W| N Line 1: y= - x Line 2: y= W| N x - 2 Line 2: 2x + 3y =0 Line 2: y= 2x -9 12 2- 2- L1 4 L2 L1 This system of equations is: This system of equations is: This system of equations is: O consistent independent O consistent independent O consistent independent O consistent dependent O consistent dependent O consistent dependent6- L2 14- 2 - 2 - 4 L1 LD 12 LI This system of equations is: This system of equations is: This system of equations is: O consistent independent O consistent independent O consistent independent O consistent dependent O consistent dependent O consistent dependent O inconsistent O inconsistent O inconsistent This means the system has: This means the system has: This means the system has: O a unique solution O a unique solution O a unique solution Solution: Solution: (0 0) Solution: O no solution O no solution O no solution O infinitely many solutions O infinitely many solutions O infinitely many solutions