Question: Problem 2 For any string w = w 1 w 2 c d o t s w n , let mirror ( w ) =

Problem 2
For any string w=w1w2cdotswn, let mirror (w)=wnwn-1cdotsw1 be its mirror in which all its symbols appear
in opposite order. Let L be any regular language. Decide if the following language is regular or not and
prove your claim: L2={mirror(w)|winL}.
Problem 2 For any string w = w 1 w 2 c d o t s w

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