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Let us assume x (t) = A cos(ωt + φ), What is the final steady state solution for y (t)? b) A|H(jω)|cos⁡ c) A|H(jω)|cos⁡ d) A|H(jω)|cos⁡

Let us assume x (t) = A cos(ωt + φ), What is the final steady state solution for y (t)? b) A|H(jω)|cos⁡ c) A|H(jω)|cos⁡ d) A|H(jω)|cos⁡ Correct Answer A|H(jω)|cos⁡

We obtain the steady state solution for y (t) by taking the inverse transform of Y(s) ignoring the terms generated by the poles of H (s). Thus yss(t) = A|H(jω)|cos⁡ which indicates how to use the transfer function to find the steady state response of a circuit.

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