The trace determinant plane in our textbook (and in We- bAssign) includes two border cases: (1) when τ = 0 (and ∆ > 0), we have a center point and (2) when τ 2 = 4∆, we have a degenerate node. It does not include the other border case when ∆ = 0. (a) What type of eigenvalues do we have when ∆ = 0 (remember, we found the eigenvalues in terms of τ and ∆ in HW10)

The trace determinant plane in our textbook (and in We- bAssign) includes two border cases: (1) when τ = 0 (and ∆ > 0), we have a center point and (2) when τ 2 = 4∆, we have a degenerate node. It does not include the other border case when ∆ = 0. (a) What type of eigenvalues do we have when ∆ = 0 (remember, we found the eigenvalues in terms of τ and ∆ in HW10)

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter9: Systems Of Equations And Inequalities

Section9.9: Properties Of Determinants

Problem 34E

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