A random noise process has a PSD which is constant K within bandwidth W and zero...

 

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A random noise process has a PSD which is constant K within bandwidth W and zero elsewhere. A square wave oscillating between A and B is added to a sample function of this random process to form Z(t). The signal power of Z(t) (mean square value) is O a. KW + (A? + B?)/4 O b. KW(A + B)/2 O c. KW + (A + B)/2 O d. KW + (A? + B?)/2 A random noise process has a PSD which is constant K within bandwidth W and zero elsewhere. A square wave oscillating between A and B is added to a sample function of this random process to form Z(t). The signal power of Z(t) (mean square value) is O a. KW + (A? + B?)/4 O b. KW(A + B)/2 O c. KW + (A + B)/2 O d. KW + (A? + B?)/2

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Correct answer Option A Explanation It is basically CT stochastic ... View the full answer