From the following kmap, design the combinational logic circuit using 4:1 mux Output a/dAoAoA.AIAL3DD, =0D3=0Da=0bo- AIAOOutput bAoAoA1AIAD, =AI AoDa = AÃODa: 0%3DDo = A. AoOutput cAoAoO.AAoAoA1AI%3DD3=0Da=Do : AIAOoutputeAOAOAcAlD3-0Do= AI AoDa- AI ADOutput fAoAA1D= AIAOD3= dAAoAoAAoADo = 1D,:D2: AI A0D3=0 TRUTH TABLEa=dInputentered vaniableoutputBinary NumberA3IC NUMBERAOd eaof6.3.O I 11.o o o 0 io o o IO9I o 0 IO2.1X X X XX X X X XXメX X x x Xメ

Given the truth table of the combinational circuit as shown below: We need to design combinational…

Answered: From the following kmap, design the…

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Electrical Engineering

From the following kmap, design the combinational logic circuit using 4:1 mux

Power System Analysis and Design (MindTap Course List)

6th Edition

ISBN:9781305632134

Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Chapter6: Power Flows

Section: Chapter Questions

Problem 6.22P

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Question

From the following kmap, design the combinational logic circuit using 4:1 mux

Output a/d
Ao
Ao
A.
AI
AL
3D
D, =0
D3=0
Da=0
bo- AIAO
Output b
Ao
Ao
A1
AI
A
D, =AI Ao
Da = AÃO
Da: 0
%3D
Do = A. Ao
Output c
Ao
Ao
O.
A
Ao
Ao
A1
AI
%3D
D3=0
Da=
Do : AIAO
output
e
AO
AO
Ac
Al
D3-0
Do= AI Ao
Da- AI AD
Output f
Ao
A
A1
D= AIAO
D3= d
A
Ao
Ao
A
Ao
A
Do = 1
D,:
D2: AI A0
D3=0

TRUTH TABLE
a=d
Input
entered vaniable
output
Binary Number
A3
IC NUMBER
AO
d e
a
of
6.
3.
O I 1
1.
o o o 0 i
o o o IO
9
I o 0 IO
2.
1
X X X X
X X X X XX
メ
X X x x X
メ

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