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Author | Message |
Arpita
Groupie ![]() Joined: 04Jan2007 Online Status: Offline Posts: 73 |
![]() ![]() ![]() Posted: 13Feb2007 at 6:05pm |
Que. 1 The language L={(a^k)(b^k) | k>or= 1} is A type 3 grammer B type 2 grammer C type 1 grammer D type 0 grammer Que. 2 Recursive languages are A a proper superset of context free languages B always recognizable by pushdown automata C also called type zero lanugages D all of these Que. 3 A grammer that is both left and right recursive for a nopn-terminal is A ambiguous B unambiguous C information is not sufficient to decide whether it is ambiguous or unambiguous D none of the above Que. 4 For what values of n is 10*n*log2 (n) >2*(n^2)? A only n>/= 32 B only 0< font < ="20"> C only 20 D only n>/=0 Que. 5 Let * be defined as x*y = x' + y.Let z = x * y .Value of z*x is A x' + y B x C 0 D 1 Que. 6 Which of the following regular expressions over {0,1} denotes the set of all strings not containing 100 as a substring A 0*(1+0)* B 0*1010* C 0*1*01* D 0*(10+1)* Que. 7 Which of the following grammer rules violate the requirements of an operator grammer? P,Q,R are nonterminals and r,s,t are terminals. (i) P -> Q R (ii) P -> QsR (iii) P -> e (iv)P ->Qtpr A (i) only B (i) and (iii) only C (ii) and (iii) only D (iii) and (iv) only Que. 8 indicate which ofthe following statments are true Recursive language are A A proper superset of context free languages B always recognizable by pushdown automata C recognizable by turing machine D also called type-0 languages Que. 9 Which of the following is not decidable? A Given a Turing machine M,a string s and an integer k,M accepts s within k steps B Equivalence of two given Turing machines C Language Accepted by a given finite state machine is not empty D language generated by a context free grammer is not empty Que. 10 Regarding the power of recognition of languages,Which of the following statments is false? A the non-deterministic finite-state automata are equivalent to deterministic finite state automata. B non-deterministic push down automata are equivalent to deterministic push down automata. C non-deterministic Turing machines are equivalent to deterministic to push down automata. D non-deterministic Turing machines are equivalent to deterministic Turing machines |
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