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Given the matrix and its eigenvalues 3- 1-R 1 becomes has eigenvalues R = 1 + i -1 1-R Find the new matrix.

Given the matrix and its eigenvalues 3- 1-R 1 becomes has eigenvalues R = 1 + i -1 1-R Find the new matrix.

Elementary Linear Algebra (MindTap Course List)
Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter2: Matrices
Section2.3: The Inverse Of A Matrix
Problem 80E
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To find our 1 new matrix, we just use the "+" of the "+/-" symbol. |-1-(-1+2i) A = -4 -1+1-2i -4 -2i -4 -1-(-1+2i) -1+1- 2i - 2i 1 1 Given the matrix and its eigenvalues 1-R becomes has eigenvalues R = 1 + i -1 1-R Find the new matrix. 2-i 1 (A) A = - 1 2-i B A = - 1 C) A = -1 -i 2+i (D A = -1 2+i 3i 1 E A = -1 31
Transcribed Image Text:To find our 1 new matrix, we just use the "+" of the "+/-" symbol. |-1-(-1+2i) A = -4 -1+1-2i -4 -2i -4 -1-(-1+2i) -1+1- 2i - 2i 1 1 Given the matrix and its eigenvalues 1-R becomes has eigenvalues R = 1 + i -1 1-R Find the new matrix. 2-i 1 (A) A = - 1 2-i B A = - 1 C) A = -1 -i 2+i (D A = -1 2+i 3i 1 E A = -1 31
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