Cramer’s Rule Definition
Cramer’s rule is a rule which is used to find the unknowns from a given set of linear equations. This rule is valid only if the given system of equations has a unique solution. It doesn’t work with a system of equations with infinitely many solutions or no solution. This rule is used to find solutions for variables with the same number of equations. This rule uses determinants to find the solution of the given equations or the value of unknowns.
Cramer’s Rule
Cramer’s Rule is used to find the unknowns in the given system of linear equations. Cramer’s Rule is the most commonly used formula for finding the solution for the given system of linear equations in matrix form. Cramer’s Rule uses the concept of the determinant to find its solution.
Let’s know How to Apply Cramer’s Rule and its explanation. It requires some prior knowledge of matrices, determinants, and the system of linear equations.
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