Eng. Ahmed M Bader El-Din October, 2018

Slides:



Advertisements
Similar presentations
Logic Gates.
Advertisements

Logic Gates.
CT455: Computer Organization Logic gate
Logic Functions Logical functions can be expressed in several ways: ▫ Truth table ▫ Logical expressions ▫ Graphical form prepared by:eng.Rula Amjed.
Module 8.  In Module 3, we have learned about Exclusive OR (XOR) gate.  Boolean Expression AB’ + A’B = Y also A  B = Y  Logic Gate  Truth table ABY.
ECE 2373 Modern Digital System Design Exam 2. ECE 2372 Exam 2 Thursday March 5 You may use two 8 ½” x 11” pages of information, front and back, write.
A Programmable Logic Device Lecture 4.3. A Programmable Logic Device Multiple-input Gates A 2-Input, 1-Output PLD.
Digital Electronics Dan Simon Cleveland State University ESC 120 Revised December 30, 2010.
Multiplexer as a Universal Function Generator
Chapter 4 Logic Gates and Boolean Algebra. Introduction Logic gates are the actual physical implementations of the logical operators. These gates form.
Part 2: DESIGN CIRCUIT. LOGIC CIRCUIT DESIGN x y z F F = x + y’z x y z F Truth Table Boolean Function.
In this module you will learn: What the various logic gates do. How to represent logic gates on a circuit diagram. The truth tables for the logic gates.

GK-12 Student designed project (AP physics) Digital logic and Boolean algebra exercise. IC logic gates brought from Stevens were used in making simple.
Module 3.  Binary logic consists of :  logic variables  designated by alphabet letters, e.g. A, B, C… x, y, z, etc.  have ONLY 2 possible values:
LOGIC GATES Logic generally has only 2 states, ON or OFF, represented by 1 or 0. Logic gates react to inputs in certain ways. Symbol for AND gate INPUT.
XOR and XNOR Logic Gates. XOR Function Output Y is TRUE if input A OR input B are TRUE Exclusively, else it is FALSE. Logic Symbol  Description  Truth.
NOCTI Review Lesson 4 Objectives:
TODAY YOU ARE LEARNING to explain why data is represented in computer systems in binary form 2. to understand and produce simple logic diagrams.
Company LOGO DKT 122/3 DIGITAL SYSTEM 1 WEEK #7 COMBINATIONAL LOGIC ANALYSIS.
LOGIC GATES & TRUTH TABLE – Digital Circuit 1 Choopan Rattanapoka.
EE2420 – Digital Logic Summer II 2013 Hassan Salamy Ingram School of Engineering Texas State University Set 4: Other Gates.
COMPSCI 210 Semester Tutorial 2: Logic Gates.
Logic Gates. Outline  Logic Gates  The Inverter  The AND Gate  The OR Gate  The NAND Gate  The NOR Gate  The XOR Gate  The XNOR Gate  Drawing.
Logic Gates Shashidhara H S Dept. of ISE MSRIT. Basic Logic Design and Boolean Algebra GATES = basic digital building blocks which correspond to and perform.
Chapter 33 Basic Logic Gates. 2 Objectives –After completing this chapter, the student should be able to: Identify and explain the function of the basic.
Sneha.  Gates Gates  Characteristics of gates Characteristics of gates  Basic Gates Basic Gates  AND Gate AND Gate  OR gate OR gate  NOT gate NOT.
Exclusive OR Gate. Logically, the exclusive OR (XOR) operation can be seen as either of the following operations:exclusive OR (XOR) 1. A AND NOT B OR.
Basic logic gates  AND gate:The truth table is given by A.BBA
Gates and Logic Dr John Cowell phones off (please)
CH51 Chapter 5 Combinational Logic By Taweesak Reungpeerakul.
Logic Gates. The Inverter The inverter (NOT circuit) performs the operation called inversion or complementation. Standard logic symbols: 1 1 input output.
Chapter-3: BOOLEAN ALGEBRA & LOGIC GATES Analysis and logical design.
Logic Gates. AND gate Produces an output only if both inputs are on Input AInput BOutput (Q) Q=
CHAPTER 5 Combinational Logic Analysis
Dept. of Electrical and Computer Eng., NCTU 1 Lab 2. NAND and XOR Presenter: Chun-Hsien Ko Contributors: Chung-Ting Jiang and Lin-Kai Chiu.
Combinational Logic Analysis. Basic Combinational Logic Circuits AND-OR logic AND-OR logic AND-OR logic produces an SOP expression. AND-OR logic produces.
Logic Gates and Boolean Algebra Introduction to Logic II.
Circuit Synthesis A logic function can be represented in several different forms:  Truth table representation  Boolean equation  Circuit schematic 
Digital Logic. Boolean Algebra to Logic Gates Logic circuits are built from components called logic gates. The logic gates correspond to Boolean operations.
Mu.com.lec 9. Overview Gates, latches, memories and other logic components are used to design computer systems and their subsystems Good understanding.
Chapter 5 Combinational Logic 组合逻辑
Eng. Mai Z. Alyazji October, 2016
Logic Gates and Boolean Algebra
Logic Gates.
Logic Gates Benchmark Companies Inc PO Box Aurora CO
EI205 Lecture 5 Dianguang Ma Fall 2008.
Exclusive OR Gate.
Digital Signals Digital Signals have two basic states:
Basic Digital Logic Basic Gates
Schematics 201 Lecture Topic: Electrical Symbols
Universal gates.
Logic Gates.
Logic Gates.
13 Digital Logic Circuits.
Gates Type AND denoted by X.Y OR denoted by X + Y NOR denoted by X + Y
GCSE Computer Science – Logic Gates & Boolean Expressions
Today You are Learning simple logic diagrams using the operations AND, OR and NOT truth tables combining Boolean operators using AND, OR and NOT.
Logic Gates.
Binary Logic.
Chapter 4 Gates and Circuits.
XOR Function Logic Symbol  Description  Truth Table 
Department of Electronics
Digital Logic Design Basics Combinational Circuits Sequential Circuits.
Basic Logic Operations
Introduction to Logic diagrams and truth tables
Dept. of Electrical and Computer Eng., NCTU
Logic Gates By: Asst Lec. Besma Nazar Nadhem
Introduction to Logic diagrams and truth tables
Agenda Lecture Content: Combinatorial Circuits Boolean Algebras
Presentation transcript:

Eng. Ahmed M Bader El-Din October, 2018 Exercises For Lab1 & Lab2 Eng. Ahmed M Bader El-Din October, 2018

Exercise (1): Build INV gate using a single 2-input XNOR gate.

Exercise (2): Build INV gate using a single 2-input XOR gate.

Exercise (3): Design 3 input NAND Gate using (2-input NAND) only.

Exercise (4): Write Boolean expression and construct the truth table describing the output of the circuit described by the logic diagram.

Exercise4 Solution: XNOR Truth Table Boolean expression AB+A′B′ A B F 1

Exercise (5): Implement the following function with only NAND gate. F = xy + x’y’ + y’z

Exercise (6): Construct the truth table describing the output of the circuit described by the logic diagram in exercise5. X Y Z F 1