Explore topic-wise MCQs in Automata Theory.

This section includes 15 Mcqs, each offering curated multiple-choice questions to sharpen your Automata Theory knowledge and support exam preparation. Choose a topic below to get started.

1.

HOMOMORPHISM_OF_A_REGULAR_SET_IS________?$

A. Universal set
B. Null set
C. Regular set
D. Non regular set
Answer» D. Non regular set
2.

Which of the following is type 3 language ?$

A. Strings of 0’s whose length is perfect square
B. Palindromes string
C. Strings of 0’s having length prime number
D. String of odd number of 0’s
Answer» E.
3.

(a_^_5b_^_5)*_is_example_of_________$

A. Type 0 language
B. Type 1 language
C. Type 2 language
D. Type 3 language
Answer» E.
4.

Complement of (a + b)* will be

A. phi
B. null
C. a
D. b
Answer» B. null
5.

a ^ nb ^ m where n >= 1, m >= 1, nm >= 3 is example of

A. Type 0
B. Type 1
C. Type 2
D. Type 3
Answer» E.
6.

Complement of a ^ nb ^ m where n >= 4 and m <= 3 is example of

A. Type 0
B. Type 1
C. Type 2
D. Type 3
Answer» E.
7.

a_^_nb_^_n_where_(n+m)_is_even_.

A. Type 0
B. Type 1
C. Type 2
D. Type 3
Answer» E.
8.

A ___________ is a substitution such that h(a) contains a string for each a?

A. Closure
B. Interchange
C. Homomorphism
D. Inverse Homomorphism
Answer» D. Inverse Homomorphism
9.

Reverse of (0+1)* will be

A. Phi
B. Null
C. (0+1)*
D. (0+1)
Answer» D. (0+1)
10.

Reverse of a DFA can be formed by

A. using PDA
B. making final state as non-final
C. making final as starting state and starting state as final state
D. None of the mentioned
Answer» D. None of the mentioned
11.

If L1 is regular L2 is unknown but L1-L2 is regular ,then L2 must be

A. Empty set
B. CFG
C. Decidable
D. Regular
Answer» E.
12.

If L1 and L2 are regular sets then intersection of these two will be

A. Regular
B. Non Regular
C. Recursive
D. Non Recursive
Answer» B. Non Regular
13.

Complement of regular sets are _________

A. Regular
B. CFG
C. CSG
D. RE
Answer» B. CFG
14.

Complement of a DFA can be obtained by

A. making starting state as final state.
B. no trival method.
C. making final states non-final and non-final to final.
D. make final as a starting state.
Answer» D. make final as a starting state.
15.

Regular sets are closed under union,concatenation and kleene closure.

A. True
B. False
C. Depends on regular set
D. Can’t say
Answer» B. False