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Mathwords: Determinant
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![Let the matrix A and B be defined as A=[[3 , 2], [ 2 , 1]] and B=[[3, 1],[ 7, 3]] then the absolute value of det. (2 A^9 B^-1) is](https://d10lpgp6xz60nq.cloudfront.net/web-thumb/644220578_web.png "Let the matrix A and B be defined as A=[[3 , 2], [ 2 , 1]] and B=[[3, 1],[ 7, 3]] then the absolute value of det. (2 A^9 B^-1) is")
Let the matrix A and B be defined as A=[[3 , 2], [ 2 , 1]] and B=[[3, 1],[ 7, 3]] then the absolute value of det. (2 A^9 B^-1) is
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SOLVED: (b) Given matrix A = Find the inverse of matrix A by calculator mark) Find the smallest (in absolute) eigenvalue and its corresponding eigenvector by inverse power method Let p(O) =(0
