For a grammar G with the productions where G = ( {S, A, B},
{a, b}, S, P ) with productions
S --> AB |
bbbB,
A --> b |
Ab, B -->
a..
1.Show that the grammar G is ambiguous.
2.Give language L that is generated by G, L = L(G), in a formal
expression (including a regular expression).
3.Can you construct an unambiguous grammar that is equivalent to
G? Otherwise, show that G is inherently ambiguous.