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Siven that A 244 57 -49 has an eigenvalue A = 6, find a corresponding eigenvector in the form = 44 11 -3 Enter your answers in the boxes below. Enter a: Enter b: Enter c: b Please note that your answer will only be marked if it is complete, that is if you submit an answer for a, for b and for c. , where a, b and c are integers.

Siven that A 244 57 -49 has an eigenvalue A = 6, find a corresponding eigenvector in the form = 44 11 -3 Enter your answers in the boxes below. Enter a: Enter b: Enter c: b Please note that your answer will only be marked if it is complete, that is if you submit an answer for a, for b and for c. , where a, b and c are integers.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Given that A= -44 -10 10 244 57 -49 has an eigenvalue A = 6, find a corresponding eigenvector in the form z = 11 -3 -(0) 44 Enter your answers in the boxes below. Enter a: Enter b: Enter c: b , where a, b and c are integers. Please note that your answer will only be marked if it is complete, that is if you submit an answer for a, for b and for c.
Transcribed Image Text:Given that A= -44 -10 10 244 57 -49 has an eigenvalue A = 6, find a corresponding eigenvector in the form z = 11 -3 -(0) 44 Enter your answers in the boxes below. Enter a: Enter b: Enter c: b , where a, b and c are integers. Please note that your answer will only be marked if it is complete, that is if you submit an answer for a, for b and for c.
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