CSE GATE 2008 Question No 51 Theory of Computation - Context Free Grammars and Push-down Automata

Question No. 51 CSE | GATE 2008

Match the following:

(E) Checking that identifiers are declared before their use	(P) $L = \{a^{n} b^{m} c^{n} d^{m} \| n \geq 1, m \geq 1\}$
(F) Number of formal parameters in the declaration of a function agrees with the number of actual parameters in use of that function	(Q) X $\to$ X b X \| X c X \| d X f \| g
(G) Arithmetic expressions with matched pairs of parentheses	(R) L = {wcw\|w $\in$ (a\|b)*}
(H) Palindromes	X $\to$ b X b \| c X c \| $ε$

(A) E -P, F -R, G -Q, H-S
(B) E -R, F -P, G -S, H -Q
(C) E -R, F-P, G -Q, H-S
(D) E -P, F -R, G-S, H -Q

Answer : (C) E -R, F-P, G -Q, H-S

GATE 2008 CSE Theory of Computation Context Free Grammars and Push-down Automata

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GATE Papers >> CSE >> 2008 >> Question No 51

Answer : (C) E -R, F-P, G -Q, H-S

Questions of Context Free Grammars and Push-down Automata

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