Show that this grammar is ambiguous:
1 <S> -> <A>
2,3 <A> -> <A> '+' <A> | <id>
4,5,6 <id> -> 'a' | 'b' | 'c'
The following string is a sentence for this grammar and it has two
different left-most derivations:
a + b + c
Left-most derivation 1:
Rule Used
1 <S> => <A> 1
2 => <A> + <A> 2
3 => id + <A> 3
4 => a + <A> 4
5 => a + <A> + <A> 2
6 => a + id + <A> 3
7 => a + b + <A> 5
8 => a + b + id 3
9 => a + b + c 6
Left-most derivation 2:
Rule Used
1 <S> => <A> 1
2 => <A> + <A> 2
3 => <A> + <A> + <A> 2
4 => id + <A> + <A> 3
5 => a + <A> + <A> 4
6 => a + id + <A> 3
7 => a + b + <A> 5
8 => a + b + id 3
9 => a + b + c 6