The transfer function of an ideal bandpass filter is ((omega)) (=1) for (1800 leq omega leq 2200

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The transfer function of an ideal bandpass filter is \((\omega)\) \(=1\) for \(1800 \leq \omega \leq 2200 \mathrm{rad} / \mathrm{s}\). Use MATLAB to find the \(1-\Omega\) energy carried by the output signal when the input is \(x(t)=10\) \(e^{-2000 t} u(t)\). What percentage of the input signal energy appears in the output?

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