GATE 2017 CS Q37: Analyzing Context-Free Grammars over {a, b, c} 📝

Explore the detailed solution to GATE 2017 CS Question 37, which involves analyzing context-free grammars over the alphabet {a, b, c}. Understand the grammar structures and their implications step-by-step.

GATE 2017 CS Q37: Analyzing Context-Free Grammars over {a, b, c} 📝
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456 views • Nov 30, 2017
GATE 2017 CS Q37: Analyzing Context-Free Grammars over {a, b, c} 📝

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GATE 2017 CS Question Paper Complete Solution

Q 37. Consider the context-free grammars over the alphabet {a,b,c} given below. S and T are non terminals
G1 : S → aSb|T, T → cT|∈

G2 : S → bSa|T, T → cT|∈
The language L(G1) ∩ L(G2) is

(a) Finite.
(b) Not finite but regular.
(c) Context-free but not regular.
(d) Recursive but not context-free.

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456

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2:25

Published

Nov 30, 2017

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