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state machin resented by the table in Table A2-3 to be implemented in equential logic. There is one input named, "mode", and 1 output named, "select". Table A2-1 Next State: mode = 0 Next State: mode = 1 Current State Next State, select Next State, select A A,0 3,0 B B,0 C,0

state machin resented by the table in Table A2-3 to be implemented in equential logic. There is one input named, "mode", and 1 output named, "select". Table A2-1 Next State: mode = 0 Next State: mode = 1 Current State Next State, select Next State, select A A,0 3,0 B B,0 C,0

Delmar's Standard Textbook Of Electricity
Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter13: Magnetic Induction
Section: Chapter Questions
Problem 1PA
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A finite state machine, represented by the state table in Table A2-1, is to be implemented in sequential logic. There is one input named, "mode", and 1 output named,"select". Table A2-1 Current Next State: mode = 0 Next State: mode = 1 State Next State, select Next State, select A A,0 3,0 B B,0 C,0 с C,0 P,0 D D,0 A,1 (a) Would you use latches or flip-flops in this design? Explain your choice. (b) How many latches or flip-flops would you need to implement this Finite State Machine? Explain your answer. (c) Draw a State Diagram for the system. Is it a Moore or a Mealy finite state machine? Explain why. (d) Construct a truth table for all combinational logic required in the feedback logic and for the output. Show the encoding that you adopted for each state. (e) Determine the minimum Boolean equations for the feedback logic and the output "select". (f) Draw a schematic of your design showing all logic gates and sequential circuits required.
Transcribed Image Text:A finite state machine, represented by the state table in Table A2-1, is to be implemented in sequential logic. There is one input named, "mode", and 1 output named,"select". Table A2-1 Current Next State: mode = 0 Next State: mode = 1 State Next State, select Next State, select A A,0 3,0 B B,0 C,0 с C,0 P,0 D D,0 A,1 (a) Would you use latches or flip-flops in this design? Explain your choice. (b) How many latches or flip-flops would you need to implement this Finite State Machine? Explain your answer. (c) Draw a State Diagram for the system. Is it a Moore or a Mealy finite state machine? Explain why. (d) Construct a truth table for all combinational logic required in the feedback logic and for the output. Show the encoding that you adopted for each state. (e) Determine the minimum Boolean equations for the feedback logic and the output "select". (f) Draw a schematic of your design showing all logic gates and sequential circuits required.
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A finite state machine, represented by the state table in Table A2-1, is to be implemented in sequential logic. There is one input named, "mode", and 1 output named,"select". Table A2-1 Current Next State: mode = 0 Next State: mode = 1 State Next State, select Next State, select A A,0 3,0 B B,0 C,0 с C,0 P,0 D D,0 A,1 (a) Would you use latches or flip-flops in this design? Explain your choice. (b) How many latches or flip-flops would you need to implement this Finite State Machine? Explain your answer. (c) Draw a State Diagram for the system. Is it a Moore or a Mealy finite state machine? Explain why. (d) Construct a truth table for all combinational logic required in the feedback logic and for the output. Show the encoding that you adopted for each state. (e) Determine the minimum Boolean equations for the feedback logic and the output "select". (f) Draw a schematic of your design showing all logic gates and sequential circuits required.
Transcribed Image Text:A finite state machine, represented by the state table in Table A2-1, is to be implemented in sequential logic. There is one input named, "mode", and 1 output named,"select". Table A2-1 Current Next State: mode = 0 Next State: mode = 1 State Next State, select Next State, select A A,0 3,0 B B,0 C,0 с C,0 P,0 D D,0 A,1 (a) Would you use latches or flip-flops in this design? Explain your choice. (b) How many latches or flip-flops would you need to implement this Finite State Machine? Explain your answer. (c) Draw a State Diagram for the system. Is it a Moore or a Mealy finite state machine? Explain why. (d) Construct a truth table for all combinational logic required in the feedback logic and for the output. Show the encoding that you adopted for each state. (e) Determine the minimum Boolean equations for the feedback logic and the output "select". (f) Draw a schematic of your design showing all logic gates and sequential circuits required.
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