2. Consider the below DFA M and answer the questions. M = ({so, S1, $2, S3}, {0, 1}, 8, so, {82}),where 8 is: 8(s0, 0) = s1 8(so, 1) = S3 8(s1,0) = S1 8(S3, 0) = S3 8(s1, 1) = s2 8(s2,0) = S2 8(s2,1)...

2. Consider the below DFA M and answer the questions.<br>M = ({so, S1, $2, S3}, {0, 1}, 8, so, {82}),where 8 is:<br>8(s0, 0) = s1<br>8(so, 1) = S3<br>8(s1,0) = S1<br>8(S3, 0) = S3<br>8(s1, 1) = s2<br>8(s2,0) = S2<br>8(s2,1) = S1<br>8(53, 1) :<br>= S3<br>%3D<br>2.1. Draw a diagram for the DFA M.<br>2.2. Define a language working on this DFA M. Write it in a set former.<br>2.3. Justify whether the following strings are accepted or not<br>a. 110011<br>b. 0101010<br>

Extracted text: 2. Consider the below DFA M and answer the questions. M = ({so, S1, $2, S3}, {0, 1}, 8, so, {82}),where 8 is: 8(s0, 0) = s1 8(so, 1) = S3 8(s1,0) = S1 8(S3, 0) = S3 8(s1, 1) = s2 8(s2,0) = S2 8(s2,1) = S1 8(53, 1) : = S3 %3D 2.1. Draw a diagram for the DFA M. 2.2. Define a language working on this DFA M. Write it in a set former. 2.3. Justify whether the following strings are accepted or not a. 110011 b. 0101010

Jun 07, 2022

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2. Consider the below DFA M and answer the questions. M = ({so, S1, $2, S3}, {0, 1}, 8, so, {82}),where 8 is: 8(s0, 0) = s1 8(so, 1) = S3 8(s1,0) = S1 8(S3, 0) = S3 8(s1, 1) = s2 8(s2,0) = S2 8(s2,1)...

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