Which of the following is a correct statement?ans.All of the mentionedMealy machine has accepting statesMoore machine has no accepting statesWe can convert Mealy to Moore but not vice versa
Question
Which of the following is a correct statement?ans.All of the mentionedMealy machine has accepting statesMoore machine has no accepting statesWe can convert Mealy to Moore but not vice versa
Solution 1
The correct statement is "We can convert Mealy to Moore but not vice versa".
Explanation:
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Mealy and Moore machines are types of Finite State Machines (FSM) used in digital electronics and computer science.
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Mealy machine is a FSM whose output values are determined both by its current state and the current inputs.
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Moore machine is a FSM whose output values are determined solely by its current state.
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Both Mealy and Moore machines do not have "accepting" states. The concept of "accepting" states is used in automata theory, particularly in the context of deterministic finite automata (DFA) and nondeterministic finite automata (NFA), not in the context of Mealy and Moore machines.
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It is possible to convert a Mealy machine to a Moore machine, but the reverse is not always possible. This is because a Mealy machine can change its output based on input change, while a Moore machine changes its output only based on a change in state. Therefore, a Moore machine may not be able to accurately replicate the behavior of a Mealy machine in all cases.
Solution 2
The correct statement is "We can convert Mealy to Moore but not vice versa".
Here's why:
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"All of the mentioned" is incorrect because not all the statements mentioned are correct.
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"Mealy machine has accepting states" is incorrect. In the theory of computation, Mealy machines do not have "accepting" or "rejecting" states. Instead, they produce outputs based on the current state and input.
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"Moore machine has no accepting states" is also incorrect. Similar to Mealy machines, Moore machines do not have "accepting" or "rejecting" states. They produce outputs based only on the current state.
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"We can convert Mealy to Moore but not vice versa" is correct. It is possible to convert a Mealy machine to a Moore machine, but the reverse is not always possible. This is because a Mealy machine's output can change with each input, while a Moore machine's output changes only when the state changes.
Similar Questions
Identify the incorrect statement.Moore FSM requires more state.Mealy FSM output depends upon inputs and present state.Mealy FSM consumes less powerMoore FSM output depends upon inputs and present state.
Moore Machine − The output depends only on the current state.
Identify the property of the Moore machine among the following optionsOutputs are synchronousOutput depends only inputRequires less number of statesOutput depends on the present state and the input
Moore Machine is an application of:ans.None of the mentionedFinite automata without inputNon Finite automata with outputFinite automata with output Previous Marked for Review Next
Which of the following statement is true for Mealy Machine?a)Output depends only on present inputb)Output depends only on present statec)Output depends on both present state and present inputd)Output depends on both present state and past input
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