Question: ANSWER QUESTION 4 ONLY. other screenshots are for reference 1. To transform the following NFA to a regular expression, 3. The above states are the
ANSWER QUESTION 4 ONLY. other screenshots are for reference


1. To transform the following NFA to a regular expression, 3. The above states are the states of the DFA to be constructed for the NFA given in Question \#2. We have the following transition table for this DFA. Fill out the blanks in the table. (5 points) Now replace the five states from top down with 0,1,2,3 and 4, respectively, the transition table of the DFA is of the following form. Fill out the blanks in the table. ( 3 points) Hence, a DFA can be constructed as follows. Fill out the blanks in the DFA. (4 points) Expression of the NFA given in Question \#1 is (2 points) Expression of the DFA you constructed in Question \#3 is (2 points) These two expressions are equal, i.e., languages of these two expressions are the same (why?)
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