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1. Given transformation T: R2→R³ such that 7() - 0). Tis a linear transformation. A. TRUE B. FALSE 2. Find a real eigenvalue of matrix P where P = C ) A. -1 В. О C. 1 D. None of the above 3. Find an eigenvector of matrix

1. Given transformation T: R2→R³ such that 7() - 0). Tis a linear transformation. A. TRUE B. FALSE 2. Find a real eigenvalue of matrix P where P = C ) A. -1 В. О C. 1 D. None of the above 3. Find an eigenvector of matrix

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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1. Given transformation T: R2→R3 such that Tis a linear transformation. A. TRUE B. FALSE 2. Find a real eigenvalue of matrix P where P = G ) A. -1 В. О с. 1 D. None of the above 3. Find an eigenvector of matrix 1 0 2) Q = (-1 1 1) corresponding to à. = -1. 2 0 1/ () А. C. D. None of the above B.
Transcribed Image Text:1. Given transformation T: R2→R3 such that Tis a linear transformation. A. TRUE B. FALSE 2. Find a real eigenvalue of matrix P where P = G ) A. -1 В. О с. 1 D. None of the above 3. Find an eigenvector of matrix 1 0 2) Q = (-1 1 1) corresponding to à. = -1. 2 0 1/ () А. C. D. None of the above B.
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