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Sketch the spectrum, and compare this result with the spectrum of the MSK signal.
The input X(t) in the circuit shown in Figure is a stochastic process with E[X(t)] = 0 and RX (t ) = s2d(t ).
Determine the noise equivalent bandwidth of the ideal band pass filter shown in Figure.
Given that the value of the noise is positive, what is the probability that it exceeds 10-4?
Suppose that a set of M signal waveforms{slm(t)} is complex-valued.
Determine the correlation coefficients ?km among the four signal waveforms {si(t)}
Express the waveform x(t) as a linear combination of fn(t), n = 1, 2, 3.
Determine AG using Eq. (1), and compare the value with the result obtained using.
Find the total current gain AiT = Io /Ii. Find the current gain of each stage Ai1 and Ai2 .
Determine the impedance (z) parameters for the network of Figure.
Determine the admittance (y) parameters for the network of Figure.
Determine the h parameters for the network of Figure.
Determine the input impedance. Determine the output impedance.
Determine the y parameters for the hybrid parameters indicated in part (a).
Use the dc term, the fundamental term, and four harmonics. Compare the resulting waveform to the ideal half-rectified waveform.
Write a program to determine the sum of the first 10 terms of Eq. at ?t = p/2, p, and (3/2)p, and compare your results to the values determined by Figure.
In other words, the parameter values are given along with the particulars regarding the applied signal.
At a frequency of 60 Hz, determine the nameplate values of the parameters.
Determine the magnitude of Ii1 if Ei1 = 20 mV.
The no-load output voltage is 1440 mV, with 1.2 mV applied at the input terminals.
Determine the no-load voltage gain. Find the magnitude of Ei.
Write a program to determine the average value, given the base-line voltage, peak value, and duty cycle.
Compare the pulse width of the square wave to the time constant of the circuit.
For the waveforms of Fig., determine whether will be present in the Fourier series representation.
Find the average and effective values of the nonsinusoidal waves.