Q1 Consider the following regular grammar with start symbol S. {SaS, SaB, SaA, A→bS, A→ bB, AA, BaS, B → bB, B → A} Q1.1 RG to RE conversion Covert the regular grammar into a regular expression. • Recommendation: eliminate variables in the order B then A then S. Q1.2 RG to DRG conversion Convert the regular grammar into a deterministic regular grammar.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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Theory of automata: please don't send me the answer of previous posted question I want handwritten and correct answer
Q1
Consider the following regular grammar with start symbol S.
{S→ aS, S→ aB, S → aA, A→ 6S, A→ bB, A→ A, B → aS, B →
bB, B → A}
Q1.1 RG to RE conversion
Covert the regular grammar into a regular expression.
• Recommendation: eliminate variables in the order B then A then S.
Q1.2 RG to DRG conversion
Convert the regular grammar into a deterministic regular grammar.
Transcribed Image Text:Q1 Consider the following regular grammar with start symbol S. {S→ aS, S→ aB, S → aA, A→ 6S, A→ bB, A→ A, B → aS, B → bB, B → A} Q1.1 RG to RE conversion Covert the regular grammar into a regular expression. • Recommendation: eliminate variables in the order B then A then S. Q1.2 RG to DRG conversion Convert the regular grammar into a deterministic regular grammar.
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