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Given a zero-pole diagram of a transfer function. Find the behaviorof the transfer function at resonate frequency and find out whatthe resonant frequency.
a. Determine the frequency and the period of x(t) b. Given another signal, y(t)= sin(3/4(t+1)+3/8), is y(t) identical to x(t) Why c. Given a discrete time signal x[n] = cos(3/4(n+1/2)+1/4) is it periodic Why
Using bit-slicing technique, design a circuit that calculates the expression 2*a-b. Operands a, and b are each 4 bits long. The result is represented using 5 bits. Show the transistor-level design using dynamic circuits.
Find the electric field at the corner of the square of sidérant 30 cm at the corner P due to the charge at the other three q1=4.0uc,q2=7.0uc and q3= 3.0uc (b) compute the electric potential at the point p.
A 3 phase line delivers 3600kW at a pf lagging to a load. If the sending end voltage is 33kV, and the resistance and reactance of each conductor is 5.31 O and 5.54O respectively, determine the receiving end voltage.
Using the Karnaugh Map, solve the fallowing expression and answer the question: F= S (4,5,9,13,15) and don't care cells are (0,1,7,11,12). A) Find its minimized Sum of product (SOP) expression. B) Find its minimized product of Sum (POS) expression.
1- Write a function that shows you how to calculate F(x) = 0.1X^2+5Y^3 2- Read and write a File that has a set of 10 numbers. Then assign those numbers to an array.
For each of the following signals, determine whether it isperiodic; if it is, determine its fundamental (i.e., smallest) period T0 and fundamental frequency f0. (a) x(t) =sin2(2t) (b) x(t) =cos(√3t) +sin(2t)
Determine the eddy-current loss if the frequency is reduced to 60.0 percent of rated frequency and the applied voltage is adjusted to provide 80.0percent rated flux density.
A 5.6 mF capacitor has initial voltage of 18 V.The energy stored in the capacitor is used to light up a 0.1 kOhm lamp. How much will be the lamp's power 6.7 sec after the switch has been turned on
1. Find cross-correlation sequence for x and y. 2. Find autocorrelation sequence for x and y. 3. Find the convolution sequence z(n) for x and y. 4. Plot above three sequences using MATLAB and verify your hand calculations for those sequences
An experiment consists of tossing a fair coin four times in succession. What are the possible outcomes Now count up the number of outcomes with three heads. If the outcomes are equally probable, what is the probability of three heads
Suppose when a baseball player gets a hit, a single is twice as likely as double which is twice as likely as a triple which is twice as likely as a home run. Also, the player's batting average, i.e., the probability the player gets a hit, is .300.
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