Cramer's rule is applicable for solving a system of linear equations if the coefficient matrix is: A. singular B. non-singular C. symmetric D. skew-symmetric Answer: B) non-singular Explanation: Cramer's rule requires the coefficient matrix to be non-singular (determinant ≠ 0) for a unique solution.

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Cramer's rule is applicable for solving a system of linear equations if the coefficient matrix is:

VAVidaara Admin Asked 6d ago 0 views 0 answers

Cramer's rule is applicable for solving a system of linear equations if the coefficient matrix is:

Answer: B) non-singular

Explanation: Cramer's rule requires the coefficient matrix to be non-singular (determinant ≠ 0) for a unique solution.