2. Problem 14.10 on page 487 of the textbook. In this problem, A, B, C are the inputs, and D, E, F are the outputs. By "completely specified" it means that, for each current state, the next state for each possible input combination is specified. 14.10 For the following state graph, construct the state table, and demonstrate that it is completely specified. Answer: 14.10 Next State AB' A'C' DE E So S₁ AB AC DF Output (DEF) 000 001 010 011 100 101 110 111 000 001 010 011 100 101 110 111 So So So So So S₁1 S1 So So S₁₁ S₁ So S₁ So S₁ So S₁ So 100 100 100 100 010 010 001 001 110 000 110 000 101 000 101 000 For So: A' + AB+ AB' = A' + A = 1 A' AB=0; A' · AB' = 0; AB AB'= 0 For S₁: A'C' + AC' + C = C' + C = 1 A'C' AC' = 0; A'C' C=0; AC' C = 0

Introductory Circuit Analysis (13th Edition)
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2) Here is a Digital Logic question on analysis of clocked sequential circuits with the answer. Please explain what the teacher did and why they did it. I need you to explain how they got the answer.

2. Problem 14.10 on page 487 of the textbook. In this problem, A, B, C are the inputs, and D, E, F are the outputs.
By "completely specified" it means that, for each current state, the next state for each possible input combination is specified.
14.10 For the following state graph, construct the state table, and demonstrate that it is
completely specified.
Answer:
14.10
Next State
AB'
A'C'
DE
E
So
S₁
AB
AC
DF
Output (DEF)
000 001 010 011 100 101 110 111
000 001 010 011 100 101 110 111
So So
So
So
So
S₁1
S1
So
So
S₁₁ S₁ So S₁
So
S₁
So
S₁
So
100 100 100 100 010 010 001 001
110 000 110 000 101 000 101 000
For So:
A' + AB+ AB' = A' + A = 1
A' AB=0; A' · AB' = 0;
AB AB'= 0
For S₁:
A'C' + AC' + C = C' + C = 1
A'C' AC' = 0;
A'C' C=0; AC' C = 0
Transcribed Image Text:2. Problem 14.10 on page 487 of the textbook. In this problem, A, B, C are the inputs, and D, E, F are the outputs. By "completely specified" it means that, for each current state, the next state for each possible input combination is specified. 14.10 For the following state graph, construct the state table, and demonstrate that it is completely specified. Answer: 14.10 Next State AB' A'C' DE E So S₁ AB AC DF Output (DEF) 000 001 010 011 100 101 110 111 000 001 010 011 100 101 110 111 So So So So So S₁1 S1 So So S₁₁ S₁ So S₁ So S₁ So S₁ So 100 100 100 100 010 010 001 001 110 000 110 000 101 000 101 000 For So: A' + AB+ AB' = A' + A = 1 A' AB=0; A' · AB' = 0; AB AB'= 0 For S₁: A'C' + AC' + C = C' + C = 1 A'C' AC' = 0; A'C' C=0; AC' C = 0
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