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What is a normal particle size distribution?
What is a cumulative particle size distribution?
·Insulators are a vital part in transmission system they held the overhead transmission line and provide a mechanical support besides they act as an electrical insulator to insulate the line from the supporting system ( pole, tower...etc.)
determine the transfer function of a 4th order lowpass butterworth filter with a 3-dB cutoff frequency of 3.4 kHz and passband gain=1. Design the circuit using MFB topology. Design two sections with an order of 2.
Add the RGB, yellow, Blue, and Green LEDS to create a separate LED or joint LEDs (RGB LED) and resistors to light for each note when the pushbutton is pressed.
The goal is to design and implement a high-speed logical shifter. The specification you have been given requires the design of a circuit that will shift a 16-bit word to the right or to the left by 1-,2-,3-, or 4-bit positions in a single clock ti..
The rate at which thi filter "rolls off" at low frequencies is said to be 20 dB/ decade. Can you brief explain the meaning of this statement in terms of the way the output voltage varies with frequency at frequencies below fc
applying the bandpass sampling theorem to a signal of bandwidth w around a certain frequency f0 what happens to the
desgin a four-bit combinational circuit 2's complenmter.(the output generate complement of the input binary). then construct truth table for the input and correspondinf output. use kmap to find each outpt in terms of of inputs.
A 1000V, 50 hp compound motor runs at a speed of 750 rpm at full load. The armature, series and shunt field resistances are 0.5 ohm, 1 ohm, and 200 ohm, respectively. The motor efficiency at this condition is 80%. Calculate the motors starting cur..
(a) Print the lowpass FIR filter coefficients and plot the frequency responses using MATLAB. Label and print your graph. (b) Determine the ripples in both pass-, and stop bands. Identify them on your plots.
i want a high advance research paper title dispersion in fiber optics . i want my research includes title abstract
Suppose a signal is sampled at 1 kHz and you compute the DFT of the signal using 1000 signal samples. What frequency in Hz corresponds to the 150th value of the DFT
Apply a logarithm transformation to the data and repeat parts (a) and (b). Compare the tests from parts (b) and (c).What do these results indicate about the effect on a test of mild skewness when the sample sizes are fairly large?
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