mplement the algorithm to convert arbitrary context-free grammars to CNF. Apply your program to the ℒ1 grammar

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What language does the following grammar generate? Use set notation, English or regular expression to describe it.   S->bA | b A->abA | abS

Design a context-free grammar that accepts the language of all binary strings with at most one occurrence of 000.      Please type answer no write by hend.

In the scheme for coding context-free grammars as words over {0,1}, what is the code for the grammar S -> 0S, S -> 1? Use the minimal required number of 1's.

In this problem you are provided with a CFG/BNF and you are to determine which of the following strings are inside of the described grammar G defined by G={V,E,R,S} where V={ } E = { a, b } R=[ --> aa | bb|a] S= aa aaa a bab bb aabbabbaa bbbbbabbbb bbbbbabbbbb

Help me find the grammar on 24

how you would add the symbol "-" minus to the alphabet of the LR parsing table means "HOW" you would do it , what would you use as a template? How would you walk through the process and would you have to add to the grammar as well? if so, what would you add?