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Cramer's Rule

Linear Equations in three variables


(i) , The system has a unique solution given by ,



(ii) , and at least one of The system has no solution. It is inconsistent.

(iii) , and . The system may or may not have a solution. If it has a solution, the equations are dependent and there will be an infinite number of solutions. If it doesn't have a solution, the equations are in consistent.