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Consider the following grammar G: S aSa | bSb| aa. (a) Describe in words the language L generated by G. (b) Use induction to prove
Consider the following grammar G: S aSa | bSb| aa.
(a) Describe in words the language L generated by G.
(b) Use induction to prove L(G) subset of L (i.e., prove by induction on n that for any string w of length n, w in L(G) implies that w has the property you described in (a)).
(c) Is this grammar ambiguous?
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