dX(t) dt Let Y (t) -6° where X (t) is a white noise random process with PSD 0 = 10-0 Watts/Hz. Compute the power of Y (t) over a lowpass frequency band from –33 Hz to 33 Hz. 1. Hint: the operation of...

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dX(t)<br>dt<br>Let Y (t)<br>-6°<br>where X (t) is a white noise random process with PSD 0 = 10-0<br>Watts/Hz. Compute the power of Y (t) over a lowpass frequency band from –33 Hz to 33 Hz.<br>1.<br>Hint: the operation of differentiation is both linear and time-invariant.<br>

Extracted text: dX(t) dt Let Y (t) -6° where X (t) is a white noise random process with PSD 0 = 10-0 Watts/Hz. Compute the power of Y (t) over a lowpass frequency band from –33 Hz to 33 Hz. 1. Hint: the operation of differentiation is both linear and time-invariant.

Jun 11, 2022

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dX(t) dt Let Y (t) -6° where X (t) is a white noise random process with PSD 0 = 10-0 Watts/Hz. Compute the power of Y (t) over a lowpass frequency band from –33 Hz to 33 Hz. 1. Hint: the operation of...

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