A continuous-time system with a bounded impulse response is excited by x(t) = cos (200?t)u(t) . Find and report the numerical locations for a pair of poles in the system transfer function that would cause the response to x(t) to grow in positive time (t > 0) without bound.
What will be an ideal response?
A pair of poles at the frequency of this sinusoid on the w axis would cause the response to increase without bound. Those locations are 
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What will be an ideal response?