Question: For a given NFA, a DFA can be constructed to represent the same pattern as the NFA. Question 3 options: True False Which of the
For a given NFA, a DFA can be constructed to represent the same pattern as the NFA.
Question options:
True
False
Which of the following is NOT part of NFA definitions?
Question options:
A transition function
A set of states
A set of arcs
A set of final states
A set of input symbols
A start state
The construction of a lexical analyzer typically involves several steps. Please put these steps in the correct order.
Construction of NFA
Construction of DFA
Definition of token patterns using regular expression
Generation of the lexical analyzer from DFA
Question options:
An arc may go from one final state to another state in NFAs and DFAs.
Question options:
True
False
An NFA can be constructed to recognize the pattern of any given regular expression.
Question options:
True
False
Whats the number of outgoing arcs of the final state of the NFA constructed using Thompsons construction on the regular expression abc
Question options:
Which of the following is NOT true about NFA and DFA?
Question options:
For a given state and an input symbol, an NFA may reach multiple states, while a DFA can reach up to one state.
NFA and DFA have the same computational power.
A NFA may have epsi transition, while DFA cannot have epsi transition.
A NFA may have multiple final states, while a DFA can only have one final state.
A NFA is also a DFA.
Question options:
True
False
In the class, we discuss an algorithm to convert a NFA to an equivalent DFA. The constructed DFA from the algorithm always has one final state.
Question options:
True
False
A DFA is also an NFA.
Question options:
True
False
Whats the number of outgoing arcs of the start state of the NFA constructed using Thompsons construction on the regular expression abc
Question options:
Which of the following is NOT a responsibility of the Lexical Analyzer?
Question options:
Generating a sequence of tokens
Detecting comments and whitespaces like blank, newline and tab.
Detecting illegal characters
Keeping track of the line number
None of the above
The NFA constructed using Thompsons construction may have two or more final states.
Question options:
True
False
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