Classify the following matrices: a) b) d) [ -2 6 9 32 -40 -206 63 242 -123 -636 194 -216-1095 335 413 1408 -734-3724 1139 76 ·[3 c) 77 264 430 1476 -1 -3 1 -9-18 6 -9-30 9 -32 -96 29 -38 -204 62 -127 -672 204 -206 -1101 334 -706 -3768 1143 -17 5 27 -8 -44 11 82 -24 -71 23 130 -39 -243 78 454 -136 de acordo a las cimiento oncionce. according to the following options: 1) Diagonalizable 2) Not diagonalizable: the characteristic polynomial has a complex root. 3) Non-diagonalizable: all eigenvalues are real, but there is one where the algebraic and geometric multiplicities are different.
Classify the following matrices: a) b) d) [ -2 6 9 32 -40 -206 63 242 -123 -636 194 -216-1095 335 413 1408 -734-3724 1139 76 ·[3 c) 77 264 430 1476 -1 -3 1 -9-18 6 -9-30 9 -32 -96 29 -38 -204 62 -127 -672 204 -206 -1101 334 -706 -3768 1143 -17 5 27 -8 -44 11 82 -24 -71 23 130 -39 -243 78 454 -136 de acordo a las cimiento oncionce. according to the following options: 1) Diagonalizable 2) Not diagonalizable: the characteristic polynomial has a complex root. 3) Non-diagonalizable: all eigenvalues are real, but there is one where the algebraic and geometric multiplicities are different.
Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter12: Algebra Of Matrices
Section12.3: M X N Matrices
Problem 49PS
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