(a) Build the following circuit and measure its truth table: Figure 2 Just a circuit Keep this circuit for exercise (d) ! b) Transform the truth table obtained under (a) into a Karnaugh diagram. Use this Karnaugh diagram to design a minimal 2-level circuit implementation. Build this circuit on the BOX alongside your circuit for part a). Keep this circuit for exercise (d) ! c) Design a third circuit, with two inputs and one output, such that the output is 1 if and only if both inputs have the same value. d) correct then connect the outputs of the two circuits built under (a) and (b) to the inputs of the third circuit. Verify (experimentally) that the circuits (a) and (b) are logically equivalent: what must you do and what must you observe to justify that conclusion? Build this circuit on the box in isolation. Do not remove your circuits for a) and b). If it is

(a) Build the following circuit and measure its truth table: Figure 2 Just a circuit Keep this circuit for exercise (d) ! b) Transform the truth table obtained under (a) into a Karnaugh diagram. Use this Karnaugh diagram to design a minimal 2-level circuit implementation. Build this circuit on the BOX alongside your circuit for part a). Keep this circuit for exercise (d) ! c) Design a third circuit, with two inputs and one output, such that the output is 1 if and only if both inputs have the same value. d) correct then connect the outputs of the two circuits built under (a) and (b) to the inputs of the third circuit. Verify (experimentally) that the circuits (a) and (b) are logically equivalent: what must you do and what must you observe to justify that conclusion? Build this circuit on the box in isolation. Do not remove your circuits for a) and b). If it is

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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Question

(a) Build the following circuit and measure its truth table:
Figure 2 Just a circuit
Keep this circuit for exercise (d) !
b) Transform the truth table obtained under (a) into a Karnaugh diagram. Use this Karnaugh diagram to
design a minimal 2-level circuit implementation. Build this circuit on the BOX alongside your circuit for
part a).
Keep this circuit for exercise (d) !
c) Design a third circuit, with two inputs and one output, such that the output is 1 if and only if both
inputs have the same value.
d)
correct then connect the outputs of the two circuits built under (a) and (b) to the inputs of the third
circuit. Verify (experimentally) that the circuits (a) and (b) are logically equivalent: what must you do
and what must you observe to justify that conclusion?
Build this circuit on the box in isolation. Do not remove your circuits for a) and b). If it is

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design Schematic diagram and verify truth table. Of given circuit
1a. Draw a circuit diagram using appropriate logic gates to implement a 3-bit comparator. Identifythe gates used in implementation and show its usage to compare two 3-bit words by writing thetruth table. b. Write the Boolean expression for the following 4 input circuit. Include sub-expressions foroutputs of each gate. c. Complete a truth table for the previous logic gate circuit in part b. d. Write the Boolean expression for the new circuit below. Then, simplify the following logic circuitusing the theorems in Boolean algebra. Show the steps clearly and specify the law used in eachstep. Finally draw the simplified circuit diagram.
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
i need help with the step 4 part mainly. ive already done the verilog and gotten that schematic.
Based on the following image answer the following questions; a. Write the unsimplified sum-of-products boolean algebra expression for Q: Q= b. Write a simplified version of the expression above using only 4 operations (one of which is NOT): Q= c. Draw a circuit that produces Q:
Exercise 1. Draw a circuit, using only NOR gates of arity 2, which implements a NOR gate with arity 3. That is, draw a circuit evaluating the expression A +B + C.
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.
using Circuit Wizard, please make a simple circuit diagram of Full Subtractor.
create a circuit diagram for: F = A.(B'+C)
what is the working for both parts, solutions are provided but need working to understand
Consider the circuit diagram on the right hand side. Determine a NOR only 4. y representation of this circuit using the x' graphical method in the lecture. Show your steps clearly. D y z'
6. Assume that we are working with a sequential circuit that takes a single input X, and in turn manipulates a JK flip flop and a D flip flop. It is pictured below. Draw the characteristic table (i.e., the extended truth table) for the circuit, using the column headers in the order X, D(t), JK(t), D(t + 1), JK(t + 1), where t and t + 1 refer to the value output on the Q line in the current cycle and the next cycle respectively. You can assume that the clock signal is being passed to the flip flops on each clock tick (i.e., in the normal fashion). X D 08 J >C K Q ?