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Let A and B be 3x3 matrices with det(A)=2 and det(B)=-3. Find det(A^-1 B)
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If A is invertible, then det (A^-) = det(A)^- so that det (A^-) = 1/2 and you have det (AB) = det A*det B apply for det (A^-*B) = det(A^- ) *det B
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