Question: Let G = (V, , R, S) be a context-free grammar, where V = {S, T}, = {0, #}, and R is the following set

Let G = (V, Let G = (V, , R, S) be a context-free grammar, where , R, S) be a context-free grammar, where V = {S, T}, V = {S, T}, = {0, #}, and R is the following = {0, #}, and R is the following set of rules:

S set of rules: S TT T 0T | T0 | # (a) TT

T Give a rightmost derivation in G for the string 00#0#00. (b) Give 0T | T0 | #

(a) Give a rightmost derivation in G for the string 00#0#00.

(b) Give a parse tree in G for the string 00#0#00 that represents a different rightmost derivation from the one in (a).

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