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6. Switching algebra and notation (T/F). Indicate whether each of the following equations is true or false. That is, mark "T" if the left-hand-side equals the right- hand side for every possible combination of the input variables, otherwise mark "F". Show work to receive partial credit. (a) (W-X+Y' + Z)' = (W' + X') - Y-Z' (b) Exyz(1,2,3,4,5,6)= (X+Y+Z') (X+Y+Z) (c) Ewxyz(1,2,5,6)= II wxyz(0,3,4,7) (d) (AB+CD) = A+B C+D'

6. Switching algebra and notation (T/F). Indicate whether each of the following equations is true or false. That is, mark "T" if the left-hand-side equals the right- hand side for every possible combination of the input variables, otherwise mark "F". Show work to receive partial credit. (a) (W-X+Y' + Z)' = (W' + X') - Y-Z' (b) Exyz(1,2,3,4,5,6)= (X+Y+Z') (X+Y+Z) (c) Ewxyz(1,2,5,6)= II wxyz(0,3,4,7) (d) (AB+CD) = A+B C+D'

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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6. Switching algebra and notation (T/F). Indicate whether each of the following equations is true or false. That is, mark "T" if the left-hand-side equals the right- hand side for every possible combination of the input variables, otherwise mark "F". Show work to receive partial credit. (a) (W-X+Y'+Z)' = (W' + X') - Y - Z' (b) Exyz(1,2,3,4,5,6)= (X+Y+Z) (X+Y+Z) (c) Ewxyz(1,2,5,6)= II wxyz(0,3,4,7) (d) (AB+CD) = A+B C+D'
Transcribed Image Text:6. Switching algebra and notation (T/F). Indicate whether each of the following equations is true or false. That is, mark "T" if the left-hand-side equals the right- hand side for every possible combination of the input variables, otherwise mark "F". Show work to receive partial credit. (a) (W-X+Y'+Z)' = (W' + X') - Y - Z' (b) Exyz(1,2,3,4,5,6)= (X+Y+Z) (X+Y+Z) (c) Ewxyz(1,2,5,6)= II wxyz(0,3,4,7) (d) (AB+CD) = A+B C+D'
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