Consider a system of linear equations with augmented matrix A and coefficient matrix C. If A has a row of zeros, then the system [ Select ] o [ Select ] If C has a row of zeros, then the system is indeterminate has a unique solution has infinitely many solutions has no solution

A system of linear equations with augmented matrix A and coefficient matrix C will have the following solution according to the  criteria-

(1) No solution-

If Rank of A $\ne$ Rank of C

(2) Unique solution -

If Rank of A = Rank of C = number of unknowns

(3) Infinite solutions -

If Rank of A = Rank of C < number of unknowns