McqMate
These multiple-choice questions (MCQs) are designed to enhance your knowledge and understanding in the following areas: Computer Science Engineering (CSE) , Master of Computer Applications (MCA) .
Chapters
1. |
Type-1 Grammar is known as_____________ |
A. | CFG |
B. | CSG |
C. | REGULAR |
D. | All |
Answer» B. CSG |
2. |
If G is “S → a S/a”, then L(G) = ? |
A. | a* |
B. | ^ |
C. | {a}+ |
D. | Both (a) & (c) |
Answer» C. {a}+ |
3. |
“S →a S”, what is the type of this production? |
A. | Type 0 |
B. | Type 1 |
C. | Type 2 |
D. | Type 3 |
Answer» D. Type 3 |
4. |
A→abA a type __________productions |
A. | Type 0 |
B. | Type 1 |
C. | Type 2 |
D. | Type 3 |
Answer» B. Type 1 |
5. |
The following CFG is in S → AB**spaceB → CD**spaceB → AD**spaceB → b**spaceD → AD**spaceD → d**spaceA → a**spaceC → a |
A. | Chomsky normal form but not strong Chomsky normal form |
B. | Weak Chomsky normal form but not Chomsky normal form |
C. | Strong Chomsky normal form |
D. | Greibach normal form |
Answer» C. Strong Chomsky normal form |
6. |
The language accepted by a Push down Automata: |
A. | Type0 |
B. | Type1 |
C. | Type2 |
D. | Type3 |
Answer» C. Type2 |
7. |
Which of the following problems is undecidable? |
A. | Membership problem for CFGs |
B. | Ambiguity problem for CFGs |
C. | Finiteness problem for Finite state automata FSAs |
D. | Equivalence problem for FSAs |
Answer» B. Ambiguity problem for CFGs |
8. |
Which one of the following statement is FALSE? |
A. | context-free languages are closed under union |
B. | context-free languages are closed under concatenation |
C. | context-free languages are closed under intersection |
D. | context-free languages are closed under Kleene closure |
Answer» C. context-free languages are closed under intersection |
9. |
Which of the following statement is wrong? |
A. | Any regular language can be generated by a context-free grammar |
B. | Some non-regular languages cannot be generated by any CFG |
C. | the intersection of a CFL and regular set is a CFL |
D. | All non-regular languages can be generated by CFGs. |
Answer» D. All non-regular languages can be generated by CFGs. |
10. |
Which of the following strings is not generated by the following grammar? S → SaSbS ε |
A. | aabb |
B. | abab |
C. | aababb |
D. | aaabb |
Answer» D. aaabb |
11. |
Which of the following regular expression identity is true? |
A. | r(*) = r* |
B. | (r*s*)* = (r + s)* |
C. | (r + s)* = r* + s* |
D. | r*s* = r* + s* |
Answer» B. (r*s*)* = (r + s)* |
12. |
A language L is accepted by a FSA iff it is |
A. | CFL |
B. | CSL |
C. | Recursive |
D. | Regular |
Answer» D. Regular |
13. |
Consider the following
|
A. | A leftmost derivation |
B. | A rightmost derivation |
C. | Both leftmost and rightmost derivation |
D. | Neither leftmost nor rightmost derivation |
Answer» D. Neither leftmost nor rightmost derivation |
14. |
Consider the following language L = {anbncndn n ≥ 1} L is |
A. | CFL but not regular |
B. | CSL but not CFL |
C. | Regular |
D. | Type 0 language but not type 1 |
Answer» B. CSL but not CFL |
15. |
A language is represented by a regular expression (a)*(a + ba). Which of the following strings does not belong to the regular set represented by the above expression? |
A. | aaa |
B. | aba |
C. | abab |
D. | aa |
Answer» C. abab |
16. |
Which of the following denotes Chomskianhiearchy? |
A. | REG ⊂ CFL ⊂ CSL ⊂ type0 |
B. | CFL ⊂ REG ⊂ type0 ⊂ CSL |
C. | CSL ⊂ type0 ⊂ REG ⊂ CFL |
D. | CSL ⊂ CFL ⊂ REG ⊂ type0 |
Answer» A. REG ⊂ CFL ⊂ CSL ⊂ type0 |
17. |
The concept of FSA is much used in this part of the compiler |
A. | Lexical analysis |
B. | Parser |
C. | Code generation |
D. | Code optimization |
Answer» A. Lexical analysis |
18. |
The following grammar G = (N, T, P, S)**spaceN = {S, A, B, C, D, E}**spaceT = {a, b, c}**spaceP : S → aAB**spaceAB → CD**spaceCD → CE**spaceC → aC**spaceC → b**spacebE → bc is |
A. | is type 3 |
B. | is type 2 but not type 3 |
C. | is type 1 but not type 2 |
D. | is type 0 but not type 1 |
Answer» C. is type 1 but not type 2 |
19. |
The following CFG is in S → aBB**spaceB → bAA**spaceA → a**spaceB → b |
A. | Chomsky normal form but not strong Chomsky normal form |
B. | Weak Chomsky normal form but not Chomsky normal form |
C. | Strong Chomsky normal form |
D. | Greibach normal form |
Answer» D. Greibach normal form |
20. |
Which of the following statements is wrong? |
A. | The regular sets are closed under intersection |
B. | The class of regular sets is closed under substitution |
C. | The class of regular sets is closed under homomorphism |
D. | Context Sensitive Grammar(CSG) can be recognized by Finite State Machine |
Answer» D. Context Sensitive Grammar(CSG) can be recognized by Finite State Machine |
21. |
Context free grammar is not closed under |
A. | Product operation |
B. | Union |
C. | Complementation |
D. | kleene star |
Answer» C. Complementation |
22. |
Let the class of language accepted by finite state machine be L1 and the class of languages represented by regular expressions be L2 then |
A. | L1 |
B. | L1>=L2 |
C. | L1 U L2 = .* |
D. | L1=L2 |
Answer» D. L1=L2 |
23. |
Which of the following statement is wrong? |
A. | Any regular language has an equivalent context-free grammar. |
B. | Some non-regular languages can’t be generated by any context-free grammar |
C. | Intersection of context free language and a regular language is always context-free |
D. | All languages can be generated by context- free grammar |
Answer» D. All languages can be generated by context- free grammar |
24. |
Grammar that produce more than one Parse tree for same sentence is: |
A. | Ambiguous |
B. | Unambiguous |
C. | Complementation |
D. | Concatenation |
Answer» A. Ambiguous |
25. |
The language accepted by a Push down Automata: |
A. | Type 0 |
B. | Type 1 |
C. | Type 2 |
D. | Type 3 |
Answer» C. Type 2 |
26. |
The PDA is called non-deterministic PDA when there are more than one out going edges from……… state: |
A. | START or READ |
B. | POP or REJECT |
C. | READ or POP |
D. | PUSH or POP |
Answer» C. READ or POP |
27. |
Let L be a language defined over an alphabet ∑,then the language of strings , defined over ∑, not belonging to L denoted by LC or L. is called : |
A. | Non regular language of L |
B. | Complement of the language L |
C. | None of the given |
D. | All of above |
Answer» B. Complement of the language L |
28. |
All NonNull words of the CFL can be generated by the corresponding CFG which is in CNF i.e the grammar in CNF will generate the same language except the: |
A. | String |
B. | Regular language |
C. | Null string |
D. | None of the above |
Answer» C. Null string |
29. |
Let L={w (0 + 1)* w has even number of 1s}, i.e. L is the set of all bit strings with even number of 1s. Which one of the regular expression below represents L? |
A. | (0*10*1)* |
B. | 0*(10*10*)* |
C. | 0*(10*1*)*0* |
D. | 0*1(10*1)*10* |
Answer» B. 0*(10*10*)* |
30. |
Consider the following Finite State Automaton The language accepted by this automaton is given by the regular expression |
A. | b*ab*ab*ab |
B. | (a+b)* |
C. | b*a(a+b)* |
D. | b*ab*ab |
Answer» C. b*a(a+b)* |
31. |
Let L1 be a recursive language. Let L2 and L3 be languages that are recursively enumerable but not recursive. Which of the following statements is not necessarily true? |
A. | L2-L1 is recursively enumerable |
B. | L1-L3 is recursively enumerable |
C. | L2 intersection L1 is recursively enumerable |
D. | L2 union L1 is recursively enumerable |
Answer» B. L1-L3 is recursively enumerable |
32. |
Let L denotes the language generated by the grammar S – OSO/00. Which of the following is true? |
A. | L = O |
B. | L is regular but not O |
C. | L is context free but not regular |
D. | L is not context free |
Answer» B. L is regular but not O |
33. |
Let S and T be language over ={a,b} represented by the regular expressions (a+b*)* and (a+b)*, respectively. Which of the following is true? |
A. | ScT (S is a subset of T) |
B. | TcS (T is a subset of S) |
C. | S=T |
D. | SnT=Ø |
Answer» C. S=T |
34. |
Which of the following pairs have DIFFERENT expressive power? |
A. | Deterministic finite automata (DFA) and Non-Deterministic finite automata(NFA) |
B. | Deterministic push down automata (DPDA) and Non-deterministic pushdown automata |
C. | Deterministic single-tape Turing machine and Non-deterministic single-tape Turing Machine |
D. | Single-tape Turing machine and multi-tape Turing machine |
Answer» B. Deterministic push down automata (DPDA) and Non-deterministic pushdown automata |
35. |
Match all items in Group 1 with correct options from those given in Group 2. List I List II**spaceP. Regular Expression 1. Syntax analysis**spaceQ. Push down automata 2. Code Generation**spaceR. Dataflow analysis 3. Lexical analysis**spaceS. Register allocation 4. Code optimization |
A. | P-4, Q-1, R-2, S-3 |
B. | P-3, Q-1, R-4, S-2 |
C. | P-3, Q-4, R-1, S-2 |
D. | P-2, Q-1, R-4, S-3 |
Answer» B. P-3, Q-1, R-4, S-2 |
36. |
A minimum state deterministic finite automation accepting the language L = {W W € {0,1}* , number of 0's and 1's in W are divisible by 3 and 5 respectively has |
A. | 15 states |
B. | 11 states |
C. | 10 states |
D. | 9 states |
Answer» A. 15 states |
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