If $D \neq 0$ and at least one of $D_{1}, D_{2}, D_{3}$ is not 0 then according to Cramer's rule the system of linear equations will have

a unique solution

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infinite solutions

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no solution

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Solution

The correct option is A a unique solution
Since $D \neq 0$ , the system of linear equations will have only one solution.

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If $D = 0$ and at least one of $D_{1}, D_{2}, D_{3}$ is not 0 then according to Cramer's rule the system of linear equations will have

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If D≠0 and at least one of D1,D2,D3is not 0 then according to Cramer's rule the system of linear equations will have

The correct option is A a unique solutionSince D≠0, the system of linear equations will have only one solution.

If $D \neq 0$ and at least one of $D_{1}, D_{2}, D_{3}$ is not 0 then according to Cramer's rule the system of linear equations will have

The correct option is A a unique solution
Since $D \neq 0$ , the system of linear equations will have only one solution.