Design a DFA over Σ = {a, b} to accept the following language: "All strings containing anything but not exactly two bb's" Examples of L: A, a, b, aa, ab, ba, bb, aba, abb, bab, bba, bbb, bbabbabb Examples of ī: bbbb, bbaabb, abbabba, ababbaaaabbbaaabaaba

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DFA Design

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DFA for the given language:

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In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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Follow-up Question

In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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Follow-up Question

In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

Answer 32

In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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Answer 39

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Follow-up Question

In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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Answer 41

Follow-up Question

In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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Answer 42

Follow-up Question

In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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Follow-up Question

In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

Answer 47

In this question, testcase ababbaaaabbbaaabaaba should be rejected but it is accepted. How does the DFA change.

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Design a DFA over Σ = {a, b} to accept the following language: "All strings containing anything but not exactly two bb's" Examples of L: A, a, b, aa, ab, ba, bb, aba, abb, bab, bba, bbb, bbabbabb Examples of ī: bbbb, bbaabb, abbabba, ababbaaaabbbaaabaaba

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