Theory of computation mcq questions
Webb9 . The basic limitation of finite automata is that. A. It can not remember arbitrary large amount of information ; B. It sometimes recognize grammar that are not regular WebbTheory of computation mcq Compiler Design Topic Wise Mock Tests Operating Systems Topic Wise Mock Tests DBMS Topic Wise Mock Tests Computer Organization and Architecture Topic Wise Computer Networks Topic Wise Mock Tests Java Programming Topic Wise Mock Tests Python Programming Topic Wise Mock Tests GATE Topic Wise …
Theory of computation mcq questions
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Webb170+ Theory of Computation Solved MCQs with PDF Download Theory of Computation Solved MCQs Chapters Unit 1 Unit 2 Unit 3 Unit 4 more mcqs Download PDF Take a Test … Webb10 apr. 2024 · Download link is provided for Students to download the Anna University CS3452 Theory of Computation Syllabus Question Bank Lecture Notes Part A 2 marks with answers & Part B 16 marks Question Bank with answer, Anna University Question Paper Collection, All the materials are listed below for the students to make use of it and get …
WebbMCQ Theory of Computation Practice Test: Question Set - 05 1. L = (an bn an n = 1,2,3) is an example of a language that is (A) Context free (B) Not context free (C) Not context … Webb28 mars 2024 · theory of computation MCQ Q.46 Which two of the following four regular expressions are equivalent? (∈ is the empty string)? 1. (00)* (∈+ 0) 2. (00)* 3. 0* 4. 0 (00)* (a) 1 and 2 (b) 2 and 3 (c) 1 and 3 (d) 3 and 4 ANSWER Q.47 Consider the FA shown in the figure given below, where “-” is the start and “+” is the ending state.
WebbTheory of Computation Short Questions, Long Questions, Old Questions, MCQ with Solutions. Questions and Answer of Theory of Computation. Close. Login Sign Up Menu. … Webb28 mars 2024 · Theory of computation MCQ questions and answers On March 28, 2024 / 723 Views Q.61 Strings having at most one occurrence of ab or ba but not both (a) a* b* + b* a* (b) b* ab + a* ba (c) Both (a) and (b) (d) None of these Q.62 Strings in which every group of three symbols should contain atleast one a. (a) [ (a + b) (a + b)a]*
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