Consider the NFA below, on the alphabet (a, b, c). Let L be the language accepted...
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Consider the NFA below, on the alphabet (a, b, c). Let L be the language accepted by the NFA. start Ba,b Db.c a,c (a) Give two three-letter strings which are in L and two-three letter strings which are not in L. In plain language, describe what strings are in L. (b) Using the method of e-closure, find a NFA with no es equivalent to the machine in the previous part. (c) Using a subset construction applied to the machine in the previous part, find a DFA which accepts L. (Your machine will have 8 states.) (d) Apply the minimization procedure to show that the DFA from the previous part is already minimized. Write this DFA in standard form. Consider the NFA below, on the alphabet (a, b, c). Let L be the language accepted by the NFA. start Ba,b Db.c a,c (a) Give two three-letter strings which are in L and two-three letter strings which are not in L. In plain language, describe what strings are in L. (b) Using the method of e-closure, find a NFA with no es equivalent to the machine in the previous part. (c) Using a subset construction applied to the machine in the previous part, find a DFA which accepts L. (Your machine will have 8 states.) (d) Apply the minimization procedure to show that the DFA from the previous part is already minimized. Write this DFA in standard form.
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a To determine two threeletter strings that are in L accepted by the NFA and two threeletter strings that are not in L we need to analyze the NFAs tra... View the full answer
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