Hodges Patel
07/28/2023 · Primary School

A matrix is singular if a. The determinant is greater than zero b. The determinant is less than zero c. The inverse exists d. If none of the rows are scalar multiples of each othe e. If it is a square matrix इ f. All of the other options are satisfied g. None of the other options are satisfied

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\( \sqrt{2} \).

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