2. Suppose that an input of x(t) is applied to a causal LTI system whose magnitude response and phase response of transfer function H(w) is given below |H(@)] ZH(w) 10 90° -20n 20n -90° where x(t) =...


2. Suppose that an input of x(t) is applied to a causal LTI system whose magnitude response and phase<br>response of transfer function H(w) is given below<br>|H(@)]<br>ZH(w)<br>10<br>90°<br>-20n<br>20n<br>-90°<br>where x(t) = V2+2cos(87 t) + 2 cos(167t) +2 cos(247 t).<br>a) Determine the input power Px.<br>b) Determine the system output y(t).<br>c) Determine the output power Py.<br>

Extracted text: 2. Suppose that an input of x(t) is applied to a causal LTI system whose magnitude response and phase response of transfer function H(w) is given below |H(@)] ZH(w) 10 90° -20n 20n -90° where x(t) = V2+2cos(87 t) + 2 cos(167t) +2 cos(247 t). a) Determine the input power Px. b) Determine the system output y(t). c) Determine the output power Py.

Jun 11, 2022
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