Show that the following grammar has a predictive recursive descent parser:

Conditions to follow (explain for every condition why S/A/B/C has a predictive recursive decent parser :

Problem I. Parsing. Consider the grammar S Ag BC (1) B dBc (4) For a grammar to have a predictive recursive descent parser, it should satisfy the following conditions: 1. 11. If A and A , then FIRST(a) n FIRST()- lf'e E FIRST(A), then FIRST(A) FOLLOW(A