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(Q1.Q0) is the present state, and (D1,D0) is the next state of the FSM: D1 (Q1+ Q0) DO -Q1 + Q0 Based on these state equations: which state cannot be reached from the other three states? Hint: from these equations draw a state table, then a state transition diagram. O (Q1,Q0) = 01 O(Q1,00} = 10 O(Q1.00) = 11 0101,00) 00

(Q1.Q0) is the present state, and (D1,D0) is the next state of the FSM: D1 (Q1+ Q0) DO -Q1 + Q0 Based on these state equations: which state cannot be reached from the other three states? Hint: from these equations draw a state table, then a state transition diagram. O (Q1,Q0) = 01 O(Q1,00} = 10 O(Q1.00) = 11 0101,00) 00

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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### State Transition Analysis for Finite State Machine (FSM) #### Present and Next State Definitions: - **{Q1, Q0}**: Present state - **{D1, D0}**: Next state #### State Equations: - **D1 = (Q1 + Q0)’** - **D0 = Q1 + Q0’** #### Question: Based on these state equations: which state cannot be reached from the other three states? *Hint: From these equations, draw a state table, then a state transition diagram.* #### Options: - a. \( (Q1, Q0) = 01 \) - b. \( (Q1, Q0) = 10 \) - c. \( (Q1, Q0) = 11 \) - d. \( (Q1, Q0) = 00 \) To solve the problem, create a state table based on the equations and chart the transitions to identify which state is isolated or unreachable from the others.
Transcribed Image Text:### State Transition Analysis for Finite State Machine (FSM) #### Present and Next State Definitions: - **{Q1, Q0}**: Present state - **{D1, D0}**: Next state #### State Equations: - **D1 = (Q1 + Q0)’** - **D0 = Q1 + Q0’** #### Question: Based on these state equations: which state cannot be reached from the other three states? *Hint: From these equations, draw a state table, then a state transition diagram.* #### Options: - a. \( (Q1, Q0) = 01 \) - b. \( (Q1, Q0) = 10 \) - c. \( (Q1, Q0) = 11 \) - d. \( (Q1, Q0) = 00 \) To solve the problem, create a state table based on the equations and chart the transitions to identify which state is isolated or unreachable from the others.
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