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Consider the signalx(t) =sin(0.5t) / 0.5t(a) Find the Fourier transform X(Ω) of x(t).(b) Is x(t) band limited? If so, find its maximum frequency Ωmax.(c) Suppose that Ts = 2π. How does Ωs relate to the Nyquist frequency 2Ωmax? Explain.(d) What is the sampled signal x(nTs) equal to? Carefully plot it and explain if x(t) can be reconstructed.
A filter with a great deal of attenuation must be placed in an amplifier chain. Ignoring all considerations other than the desire to minimize noise figure, would it be preferable to put the filter before or after a low noise amplifier Why
a.Sketch the circuit diagram, the impedance diagram and the phasor diagram; take the supply voltage V as the reference phasor. b. Calculate the magnitude of the voltage V2 across the second impedance. c. Calculate the magnitude of the voltage V3 acro..
What is the channel response Hk for subcarrier k=15 (i.e., 16th sub carrier) for t=Omsec:0.02msec:0.12msec (i.e., in a duration of a transmitted OFDM symbol (with cyclic prefix)?
Point A is at an electrostatic potential of +1V relative to point B in a vacumm. An electron initially at rest at B moves to A. What energy (in J and eV) does the electron have at A What is its velocity
consider the back to back cascade of an ideal C to D and D to C converter. Both have the same sampling rate fs. Suppose that the signal being sampled is: x(t) = cos(324*pi*t - pi/4) + cos(80*pi*t - pi/4)
X1 and X2 are two independent Gaussian random variables each with mean zero and unit variance.
What is the maximum power dissipated in the load when the Thévenin voltage is 21 V cos(52 rad/s t + 82°), the Thévenin impedance is 102 -j 184 ohm and the load impedance is 102 + j 184 ohm
Hand calculate the expression for the voltage and current of the capacitor and plot these equations by using MATLAB and calculate the time constants of each circuit and point out this time constants at your voltage graphs.
The input to a certain filter is given by Vin(t)=2cos(10000pi*t-15deg) and the steady state output is given by Vout(t)=5cos(10000pi*t+25deg). Determine the (complex) value of the transfer function of the filter for f=5000 Hz.
State the approximate sampling distribution of theta hat, the proportion of persons who spent more than 1200 on a pc. Find the probability that more than 60% of this group spent more than 1200.
Pulse Generator, Using one 555 timer, design a pulse generator that will have the following continuously variable ranges
Draw the circuit daigram for the twisted - tail ( Jonhson) counter consisting of 4 Flip flops (A,B,C,D) with the following excitations: Da='Qe, Db=Qa,Dc=Qb,De=Qc.Assume the flip flop are cleared intially .
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