Question: Oscillating Euler-Cauchy: Euler Cauchy equations were introduced in Sec. 4.2 Problem 60; Problems 1-2 consider Euler-Cauchy equations with non-real characteristic roots. The solutions then have

Oscillating Euler-Cauchy: Euler Cauchy equations were introduced in Sec. 4.2 Problem 60; Problems 1-2 consider Euler-Cauchy equations with non-real characteristic roots. The solutions then have the final form
Oscillating Euler-Cauchy: Euler Cauchy equations were introduced in Sec. 4.2

1. Verify the solution: Use the relation

Oscillating Euler-Cauchy: Euler Cauchy equations were introduced in Sec. 4.2

2. Solve t2y" + 2ty' + y = 0

y(t) = t"[C1 cos@ Int) + c2 sin( Inn]

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