Question: ASAP Problem 5 (10 points) Let L be the set of strings that have the form ww where w is a string in (abc). Let

ASAP Problem 5 (10 points) Let L be the set of

ASAP

Problem 5 (10 points) Let L be the set of strings that have the form ww where w is a string in (abc). Let L1 be the language defined by the regular expression: abc Let L2 be the language defined by the regular expression: abcabc (a) Let S1=LL1. Write a regular expression that defines S1. If such a regular expression does not exist, prove. it. Answer: (b) Let S2=LL2. Write a context free grammar that defines S2. If such a grammar does not exist, prove it

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