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GATE CS Regular and Context-free Languages questions

Practise Regular and Context-free Languages questions for GATE CS. Explore official PYQs and original topic-wise quizzes, check answers and view available solutions. Free, no sign-in.

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Official PYQ1998Theory of ComputationRegular and Context-free LanguagesMCQ · 1 mark
Which of the following statements is false?
Official PYQ1997Theory of ComputationRegular and Context-free LanguagesMCQ · 1 mark
Given Σ={a,b}\Sigma=\{a,b\}, which one of the following sets is not countable?
Official PYQ1996Theory of ComputationRegular and Context-free LanguagesMCQ · 1 mark
Let L⊆Σ∗L \subseteq \Sigma^* where Σ={a,b}\Sigma = \left\{a,b \right\}. Which of the following is true?
Official PYQ1995Theory of ComputationRegular and Context-free LanguagesMCQ · 1 mark
Let Σ={0,1},L=Σ∗\Sigma=\left\{0,1\right\}, L = \Sigma^* and R={0n1n∣n>0}R=\left\{0^n1^n \mid n > 0\right\} then the languages L∪RL \cup R and RR are respectively
Official PYQ1992Theory of ComputationRegular and Context-free LanguagesMSQ · 1 mark
Which of the following three statements are true? Prove your answer.
Official PYQ1991Theory of ComputationRegular and Context-free LanguagesMCQ · 1 mark
Which of the following is the strongest correct statement about a finite language over some finite alphabet Σ?\Sigma?
Official PYQ1990Theory of ComputationRegular and Context-free LanguagesMSQ · 1 mark
Let R1R_{1} and R2R_{2} be regular sets defined over the alphabet Σ\Sigma Then:
Official PYQ1989Theory of ComputationRegular and Context-free LanguagesMSQ · 1 mark
Context-free languages and regular languages are both closed under the operation (s) of :
Official PYQ1987Theory of ComputationRegular and Context-free LanguagesNAT · 1 mark
State whether the following statements are TRUE or FALSE: Regularity is preserved under the operation of string reversal.
Official PYQ1987Theory of ComputationRegular and Context-free LanguagesNAT · 1 mark
State whether the following statements are TRUE or FALSE: All subsets of regular sets are regular.
Official PYQ1987Theory of ComputationRegular and Context-free LanguagesMCQ · 1 mark
FORTRAN is a: