Convert the following DFA to an equivalent regular expression: Deterministic finite automaton a 43 a b b b a q2 91 b a q4 Grafstate® M 1. Create an initial GNFA GO that is equivalent to M. Here are suggested steps: a. Choose a state in Q. Modify G0 to create an equivalent GNFA called G1 that contains all states in GO except for the state you chose. b. Choose another state in Q. Modify G1 to create an equivalent GNFA called G2 that contains all states in G1 except for the state you chose. c. Choose another state in Q. Modify G2 to create an equivalent GNFA called G3 that contains all states in G2 except for the state you chose. d. Choose another state in Q. Modify G3 to create an equivalent GNFA called G4 that contains all states in G3 except for the state you chose.

Computer Networking: A Top-Down Approach (7th Edition)
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Convert the following DFA to an equivalent regular expression:
Deterministic finite automaton
a
93
a
b
b
b
a
q2
q1
b
a
44
Grafstate®
M
1. Create an initial GNFA GO that is equivalent to M. Here are suggested steps:
a. Choose a state in Q. Modify GO to create an equivalent GNFA called G1
that contains all states in GO except for the state you chose.
b. Choose another state in Q. Modify G1 to create an equivalent GNFA called
G2 that contains all states in G1 except for the state you chose.
c. Choose another state in Q. Modify G2 to create an equivalent GNFA called
G3 that contains all states in G2 except for the state you chose.
d. Choose another state in Q. Modify G3 to create an equivalent GNFA called
G4 that contains all states in G3 except for the state you chose.
Transcribed Image Text:Convert the following DFA to an equivalent regular expression: Deterministic finite automaton a 93 a b b b a q2 q1 b a 44 Grafstate® M 1. Create an initial GNFA GO that is equivalent to M. Here are suggested steps: a. Choose a state in Q. Modify GO to create an equivalent GNFA called G1 that contains all states in GO except for the state you chose. b. Choose another state in Q. Modify G1 to create an equivalent GNFA called G2 that contains all states in G1 except for the state you chose. c. Choose another state in Q. Modify G2 to create an equivalent GNFA called G3 that contains all states in G2 except for the state you chose. d. Choose another state in Q. Modify G3 to create an equivalent GNFA called G4 that contains all states in G3 except for the state you chose.
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