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Flat Online Bits (Mid-I)

The document discusses various concepts related to formal languages and automata theory including finite state machines, regular expressions, context-free grammars, pushdown automata, and Turing machines. It provides definitions and examples of key terms and properties. The document is in a question-answer format and covers over 100 topics in formal language theory.

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Vara Prasad
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0% found this document useful (0 votes)
172 views6 pages

Flat Online Bits (Mid-I)

The document discusses various concepts related to formal languages and automata theory including finite state machines, regular expressions, context-free grammars, pushdown automata, and Turing machines. It provides definitions and examples of key terms and properties. The document is in a question-answer format and covers over 100 topics in formal language theory.

Uploaded by

Vara Prasad
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as DOC, PDF, TXT or read online on Scribd
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K.

VARA PRASAD

FLAT ONLINE BIT MID-I

1. There are ________ tuples in finite state machine.  5 (five).


2. Transition function maps.  Q * Σ  Q
3. Number of states require to accept string ends with 10.  3
4. Extended transition function is________.  Q *Σ*  Q
5. δ*(q,ya) is equivalent to ______.  δ(δ*(q,y),a)
6. String X is accepted by finite automata if .______.  δ*(Q0,x) E A
7. Languages of a automata is ________.  If it is accepted by automata
8. Language of finite automata is ______.  Type 3
9. Finite automata requires minimum _______ number of stacks.  0
10. Number of final state require to accept Φ in minimal finite automata._____  null.
11. How many DFA’s exits with two states over input alphabet {0,1} ?  64
12. The basic limitation of finite automata is that  It can’t remember arbitrary large amount
of information.
13. Number of states require to simulate a computer with memory capable of storing ‘3’
words each of length ‘8’.  2^(3*8)
14. FSM with output capability can be used to add two given integer in binary representation.
This is  True
15. Left hand side of a production in CFG consists of:  Terminals and non-terminals
16. If L is a regular language then, Lc is also a _____ language.  Regular

17. The language of all words (made up of a’s and b’s) with at least two a’s can not be
described by the regular expression.  none
18. A regular language:  Must be infinite
19. The productions of the form nonterminal → one nonterminal, is called _________  Unit
production
20. CFG is stands for  Context Free Grammar
21. CSG is stands for  Context Sensitive Grammar
22. The language generated by that CFG is regular if _________  semi word and word.
23. The production of the form no terminal → Λ is said to be null production.  True
24. The language generated by _____ is called Context Free Language (CFL).  CFG.
25. The terminals are designated by _____ letters, while the non-terminals are designated by
_____ letters.  Small, capital
26. The symbols that can’t be replaced by anything are called ________  Terminals
27. The symbols that must be replaced by other things are called ______  Non-terminal
28. The grammatical rules are often called ______  Productions

29. If R is regular language and Q is any language (regular/ non regular), then Pref (Q in R) is
________  Regular
30. ___________ states are called the halt states.  ACCEPT and REJECT

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K. VARA PRASAD

31. The part of an FA, where the input string is placed before it is run, is called _______ 
Input Tape
32. Context free grammar is ______  A regular Expression.
33. The idea of an automation with a stack as auxiliary storage._______ Push down
automata
34. A push down automata is ____ if there is at most one transition applicable to each
configuration.  Deterministic.
35. The graphical representation of the transition of finite automata is _____  State diagram.
36. If two sets A and B have no common elements i.e.,(A intersection B) has no element then
such sets are know as?  Disjoint
37. The domain D of the relation R is defined as the ______  Set of all First elements of
ordered pair which belongs to R.
38. A language is regular if and only if it is accepted by a finite automata The given
statements is true.
39. A regular grammar is ______  Context Free Grammar.
40. The Context free language closed under ____  union, kleene star, concatenation.
41. Which of the following is not a prefix of abc.  bc
(a). e , (b). a, (c). ab, (d). bc
42. ________ is a set of strings Language.
43. ________ is a finite sequence of symbols.  String
44. In transition diagram states are represented by  Circles
45. Application of finite automata is ________ Lexical analyzer.
46. We formally denote a finite automata by where Q is _______  a finite set of states.
47. A automata is a ______ device.  cognitive.
48. A grammar is a ______ device  generative.
49. Any given transition graphs have an equivalent _____  NFA, DFA, RE.
50. In transition diagram a state pointed by an arrow represented the ____ state.  start
51. NFA stands for  non-deterministic finite automata.
52. DFA stands for  Deterministic finite automata.
53. Let NFA has a finite number n of states, the DFA will have at most _____ states.  2n
54. Let NFA has a finite number 6 of states, the DFA will have at most _____ states. 64
55. Let maximum number of states in a DFA=128. then its equivalent NFA has ____  7
56. Let maximum number of states in a DFA=1024. then its equivalent NFA has ____ 10
57. Regular grammar also know as ______  Type 3.
58. Regular grammar is a subset of _______  Type 0,1,2
59. In CFG each production is of the form where A is a variable and is string of symbols from
______ (V,T are variables and terminals).  (VUT).
60. A CFG G= _______. (V,T,P,S)
61. Recursive enumerable languages is also know as ______  Type 0

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K. VARA PRASAD

62. Context sensitive language is also know as _______  Type 1


63. Context free language is also know as _______ Type 2
64. Regular language is also know as ______  Type 3
65. PDA stands for ______  push down automata.
66. W=abcd , then length of w is |w|=______  4
67. The head can read either from _______ one cell at a time.  left-to-right, right-to-left.
68. DFA can recognize _____  only regular language.
69. DFA has: ______  Unique path to the final state.
70. The language generated by a deterministic finite automata is _____  Regular language.
71. Null language:______  {}= Φ.
72. language consisting of the null string is ____  {ε}.
73. Φ* = _____  {ε}
74. If L= {ε}, then L*= ____  {ε}*= {ε}.
75. NFA has : ______  Multiple path to the final state.
76. Extended transition function for DFA ______  δ: Q x Σ  Q.
77. Extended transition function for NFA ______  δ: Q x Σ*  P(Q).
78. Extended transition function for NFA- ε ______  δ: Q x (Σ U ε)  P(Q).
79. Regular Language closed under:_____  complementation, kleene closure, union,
intersection, reverse.
80. Context sensitive language closed under: _____  union, intersection, concatenation.
81. Recursive Language closed under: ______  kleene closure, union, intersection,
complement, concatenation.
82. Recursively Enumerable language closed under: _____  kleene closure, union,
intersection, concatenation.
83. The recognizable property of DFA and NDFA: _____  Must be same.
84. Which one of the following statement is False ____  Context free languages are closed
under intersection.
85. A machine which accepts all the classes of languages is:____  Turing Machnine.
86. Finite state machine _________ recognize palindromes.  Cannot.
87. Turing Machine accepts which grammar and which language?  Unrestricted and
recursively Enumerable.
88. A FSM can be used to add how many given integers? _____  3
89. A tree is a graph that is ______  Connected and acyclic.
90. Let ω by any string of length n in {0,1}*. Let L be the set of all substring so ω. What is
the minimum number of states in a NFA that accepts L ____  n+1
91. Top-down theoretical results in computer science use ____  Empirical data.
92. Concatenation of languages are represented as _____  L1 L2.
93. The length of empty string is: ____  1
94. Find the substring of the given string: abc ______  a, b, c, bc, ab.

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K. VARA PRASAD

95. The subset construction creates a DFA whose states are ____  Set of NFA States.
96. A DFA is a: ____  Transition system.
97. Finite languages are associated with _____  DFA’s
98. The concept of FSA is much used in this part of the compiler _____  lexical analysis.
99. The part of a FA, where the input string is placed before it is run, is called _____  Input
tape.
100. ∑ is by convention______ finite.
101. How many no of states are required to construct DFA for the given language
L={W€(a,b)*:W has both ab and ba as substrings)_____ 6 states.
102. The grammatical rules are often called___ productions.
103. A dfA IS A___ transition system.
104. Concatenation of lang. are represented as_____- L1L2.
105. Let ∑=(a,b,c,d,e).the number of strings in ∑* of length 4 such that no symbol is used
more than once in a string is___ -120.
106. Which of the following is type 3 language _____ string of odd number of 0’s.
107. In psycholinguistics in particular it has a natural interpretation with reference to ____
speaker-hearer models.
108. All the grammers are represented in how many tuple form? ____ 4.
109. Conversion of a DFA to an NFA _____ requires the subset constructions.
110. Turing machine accepts which grammar and which language?_____  unrestricted and
recursively enumerable.
111. Finte automata are used for pattern matching in text editors for____ compiler lexical
analysis.
112. The length of empty string is____ 1.
113. If A=(0,1) then 2A=? ____  {{},{0},{1},{0,1}}
114. FSM with output capability can be used to add two given integer in binary
representation.this is _____ true.
115. The word formal is formal languages means ______ only form of the string of
symbols is significant.
116. Consider a DFA over ∑=(a,b) accepting all stings which have number of as divisible by
6 and number of bs divisible by 8.what is the minimum number of states that the DFA
will have? ____ 15.
117. Find the prefix of the given string :abacda ____ a,ab,aba,abac,abacd,abacda.
118. What do automata mean? ____ something done automatically.
119. Finite automata requires minimum____number of stacks. ____ 0.
120. Top-down theoretical results in computer science use ______ empirical data.
121. The grammatical rules are often called _____ productions.
122. If ∑*={x} then ∑=? ____ {€,X,XX,XXX}.
123. Complement of a DFA can be obtained by _____ making final states non-final and

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K. VARA PRASAD

non-final to final.
124. Which of the following conversion is not possible(algorithmically)? _____ non
deterministic PDA to deterministic PDA.
125. A minimum state deterministic finite automation accepting the language
L={W|W€(0,1)*,number of 0s and 1s in W are divisible by 3 and 5,respectively )has
_____ 15 states.
126. A language is regular if and only if ____ accepted by DFA.
127. The subset construction creates a DFA whose states are ____ set of NFA states.
128. There are ____ tuples in finite state machine 5.
129. FSM with output capability can be used to add two given integers in binary
representation.this is ____ true.
130. All the grammars are represented in how many tuple forms?___ 4
131. The smallest finite automaton which aceepts the lang{X/length id x is divisible by 3}
has ____ 3 states.
132. Which of the following is true?____ every finite subset of non-regular set is regular.
133. Let w be any string of length n in (0,1)*.let L be the set of all substrings so w.what is
the mimimum number of states in a non-deterministic finite automation that accepts
L?____ n+1.
134. The proof that for every NFA there is a DFA that recognaises the same lang is by ___
construction.
135. The behavior of a NFA can be stimulated by DFA ______ always.
136. In our discussion of languages,λ represents ___- a function.
137. Find the concatenation of the given lang L1={0,10,100} L2={0,00,000}____
L1L2={00,000,0000,100,1000,10000,100000}.
138. Given an arbitrary non-deterministic finite automaton {} NFA with n states,the max no
of sates in an equivalent minimization DFA is at least _____ 2n.
139. The terminals are designed by _______ letters,while the non-terminals are designated
by______ small,capital.
140. The set of all strings over the alphabet ∑={a,b} (including €) is denoted by ____
(a+b)*.
141. A tree is a graph that is ______ connected and acyclic.
142. Two sets have the same cardinality iff there is a _____ between them. bijection.
143. FSM with output capability can be used to add two given integer in binary
representation.this is _____ true.
144. FSM can recognize ______ only regular grammar.
145. If A=aab then A2=? _____ aaaabb.
146. Which takes a sample of the sentence of a languages as input ,its output is a grammar
which is in some way adequate for the language. _____ grammatical inference
procedures.

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147. Which one of the following statement is false/ _____ context free grammar are
closed under intersections.
148. Grammatical rules which involve the meaning of words are called _____ semantics.
149. An FSM can be used to add how many given integers? _____ 3
150. Number of satates require to simulate a computer with memory capable of string 3’
words each of length 8’_____ 2^(3*8).
151. The symbols that must be replaced by other things are called _______ non terminals.
152. A machine which accepts all the clases of languages is ____ turing machine.
153. The main difference b/w DFA and NFA.____ in DFA,from given state,there cant be
any alphabet leading to two different states.
154. DFAs are used to construct ______ lexical analyzers.
155. The set of natural numbers is ____ finite.
156. Consider the language L=(111+111111)*.the minimum number of states is any DFA
accepting this lang is ______ 9.
157. The length of empty string is. ____ 1.
158. A graph is defined by _____ a set of vertices and a set of edges.
159. A formal grammar is a ______for rewriting strings  set of rules.
160. Computing is traditionally viewed as ____ the execution of algorithms.
161. The major problem in the earliest computers was _____ to display mathematical
formulae.
162. According to Chomsky hierarchy all the languages are ____ --.type3.
163. Let A=(0,1).the number of possible stings of length n that can be formed by the
elements of the set A is _____ n2
164. Predicates are ____ functions that return the truth values.
165. What do automata mean ?____ something done automatically.
166. For a given input,it provides the compliment of Boolean AND output _____ NAND
box(NOT AND).
167. Which of the following is true? _____ (0+1)*01(0+1)*+1*0*=(0+1)*
168. A language represented by an non deterministic finite state automata is ____ regualr
language.

II year II sem (R20) CSE Page 6

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