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Let A = = 1 Let di-[-2] = and 2 = H -2 -3 A) Create two plots (just sketch by hand). In one plot, draw both vi and Av₁. In the second, draw both v2 and Av2. B) Based on the plots in part (a), which vector, ₁ or 2, is an eigenvector of A? Explain in one sentence.

Let A = = 1 Let di-[-2] = and 2 = H -2 -3 A) Create two plots (just sketch by hand). In one plot, draw both vi and Av₁. In the second, draw both v2 and Av2. B) Based on the plots in part (a), which vector, ₁ or 2, is an eigenvector of A? Explain in one sentence.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 11E
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Let A = 0 [-22-13] Let vi = [2] and 2 = B A) Create two plots (just sketch by hand). In one plot, draw both vi and Avi. In the second, draw both v2 and Av₂. B) Based on the plots in part (a), which vector, vi or №₂, is an eigenvector of A? Explain in one sentence.
Transcribed Image Text:Let A = 0 [-22-13] Let vi = [2] and 2 = B A) Create two plots (just sketch by hand). In one plot, draw both vi and Avi. In the second, draw both v2 and Av₂. B) Based on the plots in part (a), which vector, vi or №₂, is an eigenvector of A? Explain in one sentence.
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