Suppose that is a finite state machine with 6 states labeled 1 through 6. Suppose that the starting state is Land 1 and 6 are accepting states. The transition function is as follows: (3, a) > 5 (1, a) →→2 (1, b)→ 3 (3, b) 3 (2, a) →→ 4 (4.a) (2, b) → 3 (4, b) (i) Draw the state diagram of the machine. (ii) Find the production defined by each of the following words and determine which are accepted by the machine: abbaabb, ababaa, ababab, bbbaaaa (5, a) 4 (5.b)→ 6 (6.a) - 5 (6.b) -> 3 4 3

Q: 7. Let M = ({40, 41, 42}; {a, b}, ô, qo. {42}) be the DFA with transition table: a b qo 90 91 42 |…

A: Given: M= ({qo,q1,q2}, {a,b},delta, qo, {q2} ) be the DFA with the transition table . As you have to…

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Q: 7. Let M = ({90: 91; 42}, {a, b}, ô, qo; {42}) be the DFA with transition table: a | b qo 90 91 q1…

A:

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A: Below is conversion of re to nfa.

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A: Answer: we have to convert equivalent dfa

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Q: Design corresponding equivalent  machine.

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A: The solution for the above given question is given below:

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A:

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Q: Construct a E-NFA 15 or more state having E={a, b, c}. It must have at least 5 E-transitions.

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Q: Boolean Algebra to simplify following expressions

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Q: 9. Let M = ({40: 41; 42}, {a, b}, 8, 40, {4}) be the NFA given by the state diagram: %3D (a)…

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Q: stable state in Table 1 and construct the final state diagram.

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Q: Let (w w is in (0,1) and w ends with a 0} Q= (q0, q1, q2) T- (0, 1, B} E= {0, 1} F-(q2} qo is the…

A: