(a) Find values of k1 < 0 for which the system in is
Chapter 5, Problem 12E(choose chapter or problem)
(a) Find values of \(k_{1}<0\) for which the system in Problem 11 is oscillatory.
(b) Consider the initial-value problem
\(x^{\prime \prime}+x+k_{1} x^{3}=\cos \frac{3}{2} t, \quad x(0)=0, \quad x^{\prime}(0)=0\)
Find values of \(k_{1}<0\) for which the system is oscillatory
Text Transcription:
k_1<0
x^prime\prime+x+k_1x^3=cos\frac32t,x(0)=0,x^prime(0)=0
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