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A digitizer sampling at 4 kHz captures 16 samples of a 1-kHz sinusoidal signal corrupted by noise. An FFT analysis reveals the following spectral amplitudes:
(a) What is the total RMS level of the noise?
(b) Determine the signal-to-noise ratio of the channel. (c) What is the root spectral density of the noise over the 2-kHz Nyquist interval
Once the sequence starts it will complete.If E=1 during the last output in the sequence the sequence repeats. Otherwise if E=0 the output remains constant at 1. The first thing they want in this problem is a Moore state diagram for the circuit.
An input signal of 10V at 0degrees and a frequency of 1592Hz is applied to a series RLC circuit with resistor R=100ohm, inductor L= 40mH, and a capacitor C=0.5uF. The value of the total circuit complex impedance is
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These rescaled measurements X are found to follow a beta distribution with a = 4 and β = 2. Find E(X). To what angle does this mean correspond?
Write down the standard Lorentz boost for all four components of u. Use these to deduce the relativistic velocity-addition formula for v.
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