complete a,b,and c ONLY the verilog part Design a 4:1 MUX in multiple ways:a) Using basic gatesb) Using tri-state logicc) Using 2:1 MUXes as building blocks as much as possibleFor each design, write a Verilog implementation and simulate the behavior. Your testbench shouldexercise all possible combinations of the inputs and selection values.

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Answered: Design a 4:1 MUX in multiple ways: a)…

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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2. Design a circuit to implement the following pair of Boolean equations: F = A(CE' + DE) + A'D G = B(CE' + DE) + B'C To simplify drawing the schematic, the circuit is to use a hierarchy based on the factoring shown in the equation. Three instances (copies) of a single hierarchical circuit component made up of two AND gates, and OR gate, and an inverter are to be used. Draw the logic diagram for the hierarchical component and for the overall circuit diagram using a symbol for the hierarchical component.
Design a 4:1 MUX in multiple ways: a) Using basic gates b) Using tri-state logic c) Using 2:1 MUXes as building blocks as much as possible For each design, write a Verilog implementation and simulate the behavior. Your testbench should exercise all possible combinations of the inputs and selection values.
Write a Verilog code for any one of the combinational arithmetic Circuits, which are having minimum of three variables using any type of Modeling.
Write the Boolean algebra expressions and simplify using Karnaugh map for the following table of combinations, where A, B and C are inputs and X, Y are outputs. Draw the schematics, compile and simulate the circuit using Altera Quartus software. Turn in the schematics and the waveform simulation diagram of the design (snapshots copied in PowerPoint or Word and saved as PDF files, no jpeg or other picture files). A C Y 1 1 1 1 1 0. 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1
Implement the combinational circuit for the following problems. Provide the step- by-step solution by showing the following: (1) Create complete truth table of the operating process. (2) Derive the propositional expression for each of its output using Minterms. Then simplify the propositional expression using Karnaugh map. (3) Create the schematic diagram using the standard symbols for combinational circuit and simulate using a circuit simulator. Note switches acts as inputs and LED as output indicators. Use only 2 input logic gates in the design and then provide a screenshot of 3 different input values with its output result. Recommended circuit simulators, Logic.ly, Logisim and NI Multisim. (4) Implement the schematic diagram by creating the actual wiring connection of the combinational circuit using data sheet IC image of logic gate ICs including the connections for the +5Vdc, ground, the input switches and the output LEDS (as seen on the combinational circuit handouts). Implement…
Goal AIM/OBJECTIVE (similar to the manual): This is an exercise in designing combinational circuits that can perform 4bit Full Adder and Half Adder. Write a Verilog Behaviour model program for 4bit Full Adder and Half Adder with truth table and circuit diagram.
Implement the encoder truth table in logical circuit diagram (with the help of logic gates).
Plot the state transition diagram and write Verilog code with testbench simulation for serial adder
Given the truth function implementation (circuit diagram), identify the minterms in the function's truth table by selecting the all the relevant terms from the list of minterms provided. (You need to select more than one answer) This is a 4 Variable problem with the truth function F(A, B, C, D) D A' B A' C' B C' D BAD B' F
The design of digital logic circuit requires the minimization of the Boolean function used to implement the digital logic circuit to reduce cost, power and space. Using Boolean algebra, minimize the expression given below: A+B°C + (A (B +C') Implement the minimized expression above by drawing its schematic diagram
Excersize 2: Sketch a schematic of the circuit described by the following VHDL code. Simplify the schematic so that it shows a minimum number of gates. library IEEE; use IEEE.STD LOGIC 1164.all; entity exercise2 is port (a: in y: out STD_ LOGIC_VECTOR (1 downto 0)); STD LOGIC_VECTOR (3 downto 0); end; architecture synth of exercise2 is begin process (all) begin a (0) then y <= "11"; elsif a (1) then y <= "10"; elsif a (2) then y <= "01"; elsif a (3) then y <= "00"; y <= if else a (1 downto 0); end if; end process; end;
Create an implementation using 2-input NAND gates only for the following equation. You may use inverter symbols internally and/or inversion symbols ( ) on the inputs as has been done in the example with the understanding that these would be replaced with 2-input NAND gates with inputs tied together. Be sure to minimize your SOP equations before conversion the NAND-only. f(a, b, c, d) = c'd + c(b' + d)

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Design a 4:1 MUX in multiple ways: a) Using basic gates b) Using tri-state logic c) Using 2:1 MUXes as building blocks as much as possible