Consider the following grammars
(S1) :
A --> aBCD B --> bc|c C --> d|∈ D -> b
(S2) :
A --> aBCD B --> bc|∈ C --> d|c D -> b
(S3) :
A --> aBCD B --> bc|∈ C --> d|∈ D -> b
(S4) :
A --> aBCD B --> bc|c C --> d|c D -> b
Which of the following grammar has same follow set for variable B?
(A) Only (S1), (S2) and (S3), (S4)
(B) Only (S1), (S3) and (S2), (S4)
(C) Only (S2), (S3) and (S1), (S4)
(D) None of the above
Answer: (B)
Explanation: Grammar (S1) and (S3) has follow sets :
A = {$}, B = {b, d}, C = {b}, D = {$}
Grammar (S2) and (S4) has follow sets :
A = {$}, B = {c, d}, C = {b}, D = {$}
So, option (B) is correct.
Quiz of this Question