DETERMINANT is not zero. CALCULATION:Given:For any matrix whose inverse EXISTS i.e. non-singularBB-1 = I|BB-1| = 1|B||B-1| = 1\(|B^{-1}|=\frac{1}{|B|}=|B|^{-1}\)or det (B-1) = (det B)-1

"> DETERMINANT is not zero. CALCULATION:Given:For any matrix whose inverse EXISTS i.e. non-singularBB-1 = I|BB-1| = 1|B||B-1| = 1\(|B^{-1}|=\frac{1}{|B|}=|B|^{-1}\)or det (B-1) = (det B)-1

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For any real, square and non-singular matrix B , the det B-1 is

General Aptitude Algebra in General Aptitude 10 months ago

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Concept:Non-Singular Matrix:A non-singular matrix is a square one whose DETERMINANT is not zero. CALCULATION:Given:For any matrix whose inverse EXISTS i.e. non-singularBB-1 = I|BB-1| = 1|B||B-1| = 1\(|B^{-1}|=\frac{1}{|B|}=|B|^{-1}\)or det (B-1) = (det B)-1

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