Question: Convert the following NFA into an equivalent DFA (Initial state is q0 and final states are q1 and q3.) sigma = {0, 1} (Show a

 Convert the following NFA into an equivalent DFA (Initial state is

Convert the following NFA into an equivalent DFA (Initial state is q0 and final states are q1 and q3.) sigma = {0, 1} (Show a transition table too!) Find a Regular expression for L = {V, W_1 W_2 V, W element {a, b}*, |V| = 2} (P87 of Linz's 5^th ed. textbook) Find dfa's that accept the following languages. (a)L = L (ab *a *) L ((ab) * ba). L = L (ab * a *) L ((ab)* ba). Find Regular Expressions for the following languages. all strings not ending in ab sigma ={a, b} L_3 = {w: |W| mod 3 notequlato 0} sigma = {a, b} L_4 = {W: NA (w) mod 3 > 1} sigma = {a, b} All strings that containing no more than two 'a' s| sigma = {a, b, c}

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