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1. Prove the following using Boolean Algebra XY + XY + XY -X+Y ÄB + BC + AB + BC - 1 Y+ XZ + XỸ = X +Y +Z XY + VZ + XZ + XY + Y2 = XY + xZ + Y2 ABC + BČD + BC + CD = B + ČD 2. Simplify to minimum number of literals s AC + ÄBC + BC ABC + AC WX(Z + VZ) + X(W + WYZ) (AB + AB)(CD + CD) + AC + CD)-

1. Prove the following using Boolean Algebra XY + XY + XY -X+Y ÄB + BC + AB + BC - 1 Y+ XZ + XỸ = X +Y +Z XY + VZ + XZ + XY + Y2 = XY + xZ + Y2 ABC + BČD + BC + CD = B + ČD 2. Simplify to minimum number of literals s AC + ÄBC + BC ABC + AC WX(Z + VZ) + X(W + WYZ) (AB + AB)(CD + CD) + AC + CD)-

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Digital logic design
Assignment 01 EE241- DIGITAL LOGIC DESIGN TOPIC: BOOLEAN ALGEBRA DEADUNE: 19" MAR 2021 (submit via MS Teams Assignment Portal) Points: 10 1. Prove the following using Boolean Algebra XY + XY + XY = X +Y ÄB + BC + AB + BC = 1 Y+ iZ + Xĩ = x +Y+Z XY + YZ + XZ + XY + Y2 = XY + xZ + ¥2 ABC + BCD + BC + TD = B+ ČD 2. Simplify to minimum number of literals AC + ĀBC + BC ABC + AC Wx(7 +¥Z) + X(W + WYZ) (AB + AB)(CD + CD) + AC
Transcribed Image Text:Assignment 01 EE241- DIGITAL LOGIC DESIGN TOPIC: BOOLEAN ALGEBRA DEADUNE: 19" MAR 2021 (submit via MS Teams Assignment Portal) Points: 10 1. Prove the following using Boolean Algebra XY + XY + XY = X +Y ÄB + BC + AB + BC = 1 Y+ iZ + Xĩ = x +Y+Z XY + YZ + XZ + XY + Y2 = XY + xZ + ¥2 ABC + BCD + BC + TD = B+ ČD 2. Simplify to minimum number of literals AC + ĀBC + BC ABC + AC Wx(7 +¥Z) + X(W + WYZ) (AB + AB)(CD + CD) + AC
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