Solve the system of differential equations{x'=29x−50yy'=15x−26y{x′=29x-50yy′=15x-26yx(0)=−13, y(0)=−8x(0)=-13, y(0)=-8The lesser of the two eigenvalues isIts corresponding eigevector is ⟨a,−3⟩⟨a,-3⟩. What is aa?a=a=The greater of the two eigenvalues isIts corresponding eigevector is ⟨2,b⟩⟨2,b⟩. What is bb?b=b=The solution to the system isx(t)x(t) = y(t)y(t) = Solve the system of differential equations29х — 50y15х — 26уx(0) = – 13, y(0) = – 8The lesser of the two eigenvalues isIts corresponding eigevector is (a,- 3). What is a?a =The greater of the two eigenvalues isIts corresponding eigevector is (2, b). What is b?bThe solution to the system isx(t) =y(t) =

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Solve the system of differential equations 29х — 50y 15х — 26у x(0) = – 13, y(0) = – 8 The lesser of the two eigenvalues is Its corresponding eigevector is (a, - 3). What is a? a = The greater of the two eigenvalues is Its corresponding eigevector is (2, b). What is b? b The solution to the system is x(t) = y(t) =

Solve the system of differential equations 29х — 50y 15х — 26у x(0) = – 13, y(0) = – 8 The lesser of the two eigenvalues is Its corresponding eigevector is (a, - 3). What is a? a = The greater of the two eigenvalues is Its corresponding eigevector is (2, b). What is b? b The solution to the system is x(t) = y(t) =

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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