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1. (a) If gate delays are 5 ns, what is the delay of the fastest 4-bit ripple carry adder? Explain your calculation.
b) If gate delays are 5 ns, what is the delay of the fastest 4-bit adder? What kind of an adder will it be? Explain your calculation.
2. Develop a VHDL model for a 16-bit carry look-ahead adder utilizing the 4-bit adder from Figure 4-10 as a component.
A votage pulse of amplitutde 10V begins at 5-sec and lasts for 20 msec,which is short compared with the respponse times and time constants of the system.This impulse si then passed through and integrator.
Determine the Polar form of the Impedance for the three components when they are Connected in series circuit and when they are connected in a parallel circuit. Determine it the final impedance is inductive or capacitive. Given: VPP = 400V, IRMS = ..
Find an interesting (yet simple) circuit (LED flasher, battery charger, audio vu meter, etc.) on the internet and explain (as best as possible) how the circuit works. How does it utilize diodes, resistors, capacitors, transformers.
For the following voltage and current phasors, calculate the complex power, apparent power, real power, and reactive power. Specify whether the pf is leading or lagging.
Discuss the advantages of transforming time-domain circuits into the corresponding frequency domain. How does this change the way circuits are analyzed
Use a Nios processor to control the robot with C code using the UP3 Nios II reference design in Chapters 16 & 17.
Design an air-filled C-band (5-8 GHz) rectangular waveguide such that the center frequency of this band (f= 6 GHz) is at least 25% higher than the cutoff frequency of the TE10 mode and at least 25% lower than the cutoff frequency of the next highe..
plane polarized light is sent through two consecutive polarizers, the first having its plane of polarization in the same direction as the incident light and the second having its palne at 90 degrees to the original plane of polarization.
For a coaxial line with inner conductor radius a and outerc onductor radius b, V = V0 at ρ = a and V = 0 atρ = b. Find the potential distribution by solving Laplace'sequation. Also find capacitance per unit length.
Assume that a 5 mile long feeder is supplying a 2000 kVA load of increasing load density starting at a substation. If the K constant of the feeder is given as 0.00001%VD per kVA·mi,
Explain why the angular velocity was constant over time at the second part of the experiment but it was not constant at the first part of the experiment. By the first part of the experiment, I mean the part which involved hanging masses.
Let (?, F, P) be a probability space and consider events F, G, and H for which P(F) > P(G) > P(H) > 0. Events F and G form a partition of ?, and events F and H are independent. Can events G and H be disjoint?
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