Please show each Task clearly Consider the following canonical form of a Boolean function F(W ,X ,Y ,Z)E(W ,X,Y, Z)-E(1,3,4,5,6,7,12,14)Task 2.1: What does the numbers in the brackets represent?Task 2.2: Create a truth table to represent F(W ,X,Y, Z) .Task 2.3: Map the 1's in the truth table in task 2.2 in a K-map.Task 2.4: Group 1's to find the minimum number of literals SOP format ofF(W ,X,Y, Z). Write down the function below.F(W ,X,Y, Z) =Task 2.5: Group 0's to find the minimum number of literals SOP format of thecomplement of F(W ,X,Y, Z) . Write down the function below.F'(W ,X,Y,Z) =Task 2.6: From the complement function, F'(W ,X,Y ,Z), which has been obtainedin Task 2.5, using De Morgan's theorem, find (F'):F(W ,X,Y, Z) = (F')= Task 2.7: In which form is F(W ,X,Y, Z) in Task 2.6?Simulation:Sim 2.1: In Logisim, simulate F(W ,X,Y,Z) found in Task 2.4 using the IC libraryIC_V8 only.Sim 2.2: Verify that the result of the simulation in Sim 2.1 corresponds toF(W ,X,Y, Z)=Z(1,3,4,5,6,7,12,14)Sim 2.3: Keeping the inputs of Sim 2.1, simulate F(W ,X,Y, Z) found in Task 2.7using the IC library IC_V8 only.Sim 2.4: Verify that the result of the simulation in Sim 2.3 corresponds to the result of thesimulation in Sim 2.1

As per company guidelines, we are supposed to answer the first 3 subparts of the question. Kindly…

Consider the following canonical form of a Boolean function F(W ,X ,Y ,Z) F(W ,X,Y, Z)-(1,3,4,5,6,7,12,14) Task 2.1: What does the numbers in the brackets represent? Task 2.2: Create a truth table to represent F(W ,X,Y, Z) . Task 2.3: Map the 1's in the truth table in task 2.2 in a K-map. Task 2.4: Group 1's to find the minimum number of literals SOP format of F(W ,X,Y, Z) . Write down the function below. F(W ,X,Y, Z) = Task 2.5: Group O's to find the minimum number of literals SOP format of the complement of F(W ,X,Y, Z) . Write down the function below. F'(W ,X,Y,Z) =

Consider the following canonical form of a Boolean function F(W ,X ,Y ,Z) F(W ,X,Y, Z)-(1,3,4,5,6,7,12,14) Task 2.1: What does the numbers in the brackets represent? Task 2.2: Create a truth table to represent F(W ,X,Y, Z) . Task 2.3: Map the 1's in the truth table in task 2.2 in a K-map. Task 2.4: Group 1's to find the minimum number of literals SOP format of F(W ,X,Y, Z) . Write down the function below. F(W ,X,Y, Z) = Task 2.5: Group O's to find the minimum number of literals SOP format of the complement of F(W ,X,Y, Z) . Write down the function below. F'(W ,X,Y,Z) =

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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