If $D = 0$ , then the system of equations is either consistent or the equations are dependent.

Question

Quizplus · Accepted Answer

If $D = 0$, it means the determinant of the coefficient matrix in a system of linear equations is zero, which can indicate either a dependent system (infinite solutions) or an inconsistent system (no solution) depending on the determinants of the matrices formed by replacing the coefficient matrix columns with the constant terms.

If D=0D = 0D=0 , Then the System of Equations Is Either Consistent or Is

If $D = 0$ , Then the System of Equations Is Either Consistent or Is