Question: 3. a) Draw a DFA of strings that ends with 0101. = {0,1} = Or, b) Design a DFA that accepts the language L

3. a) Draw a DFA of strings that ends with 0101

3. a) Draw a DFA of strings that ends with 0101". = {0,1} = Or, b) Design a DFA that accepts the language L over the alphabet {x,y} {ww ends with the substring "yxxy"} 4. Construct a DFA defined as L = { w {0,1}*: the length of w is one more than multiple of 3} 5. Construct a DFA defined as L = { w {0,1}*: w, when interpreted as a binary number, is divisible by 5.} 6. L= {w {0, 1, #}* : w does not contain # and the number of Os in w is not a multiple of 3} 7. Construct a DFA of the language L over the alphabet = {a,b,c} defined as follows- L = { ww does not contain "ba" and ends with "cb"}

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