Problem

LetL be the languageL= {S: S is of the formA2n Bn, for somen < 0)Thus, a string is inL...

LetL be the language

L= {S: S is of the formA2n Bn, for somen < 0)

Thus, a string is inL if and only if it starts with a sequence of A’s and is followed by a sequence of half as many B’s. For example, AAAABB is inL, but ABBB, BAABAA, and the empty string are not.

a. Give a grammar for the languageL.

b. Write a recursive method that determines whether the stringstr is inL.

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