Use this formula to compute the inverse of the matrix A = 2 2 3 li i i Check your result by computing the inverse using row reduction. 36. Lnversion by Determinants Let A be a square matrix an d let Å be its cofactor matrix, the matrix obtained from A by replacing each of its elements by its cofactor. Then if JÁI +0, A JAI

Elementary Linear Algebra (MindTap Course List)
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ISBN:9781305658004
Author:Ron Larson
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Chapter2: Matrices
Section2.4: Elementary Matrices
Problem 39E: Use elementary matrices to find the inverse of A=100010abc, c0.
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Use this formula to compute the inverse of the matrix
A = 2 2 3
li i i
Check your result by computing the inverse using row
reduction.
Transcribed Image Text:Use this formula to compute the inverse of the matrix A = 2 2 3 li i i Check your result by computing the inverse using row reduction.
36. Lnversion by Determinants Let A be a square matrix an d
let Å be its cofactor matrix, the matrix obtained from A
by replacing each of its elements by its cofactor. Then if
JÁI +0,
A
JAI
Transcribed Image Text:36. Lnversion by Determinants Let A be a square matrix an d let Å be its cofactor matrix, the matrix obtained from A by replacing each of its elements by its cofactor. Then if JÁI +0, A JAI
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