Question: Answer Exercise 9.5.17 when In Exercise 9.5.17 (a) Find an orthogonal matrix Q and a diagonal matrix Î such that K = Q Î QT.

Answer Exercise 9.5.17 when
Answer Exercise 9.5.17 when
In Exercise 9.5.17
(a) Find an orthogonal matrix

In Exercise 9.5.17

Answer Exercise 9.5.17 when
In Exercise 9.5.17
(a) Find an orthogonal matrix

(a) Find an orthogonal matrix Q and a diagonal matrix Λ such that K = Q Λ QT.
(b) Is K positive definite?
(c) Solve the second order system d2u/t2 = A u subject to the initial conditions

Answer Exercise 9.5.17 when
In Exercise 9.5.17
(a) Find an orthogonal matrix

(d) Is your solution periodic? If your answer is "yes", indicate the period.
(e) Is the general solution to the system periodic?

A-E-1-1) 2 2 0 -1 2 103 020 301 du u(0)= | 0 (0) = dt

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