Finite state machine can recognize language generated by _____.

language recognised by Finite state machine

It can only be in one of several distinct states at any given moment, and it changes states in response to input.

Option 1: Language produced by context-free grammar can be recognised by Push Down automata.

Option 2: Language produced by context-sensitive grammar can be recognized by linear bounded automata.

Option 3: A finite state machine is capable of understanding language produced by the standard grammar.

Option 4: A grammar with no ambiguity, or one that only has one left or rightmost derivation for an input text, is said to be unambiguous.

A mathematical model of computation is known as a finite-state machine (FSM), finite-state automaton (FSA; plural: automata), finite automaton, or simply a state machine. It is an abstract machine with a finite set of possible states at any given moment.

As a result of some inputs, the FSM can transition from one state to another, which is referred to as a transition. A list of an FSM’s states, its starting state, and the inputs that cause each transition are used to define it. Deterministic and non-deterministic finite-state machines are the two types of finite-state machines. Any non-deterministic finite-state machine can be converted into a deterministic equivalent.

Therefore, the finite state machines accept-language produced by regular grammar.

Summary:

Finite state machine can recognize language generated by _____. (a) Only context free grammar (b) Only context sensitive grammar (c) Only regular grammar (d) any unambiguous grammar

Only language produced using standard grammar may be recognised by finite state machines. A sort of computer model known as a finite automaton, sometimes known as a finite state machine, can be used to simulate problems in a number of different fields, including artificial intelligence.