An FA with total states P accepts infinite many words if there is at least one word in this language with length > P. True False Pumping Lema II can help to prove that langue an bn is not regular. Ⓒ True False 1*(1+A)=1* True False Two strings x and y belong to the same class if they end in the same state (state may not be final). O True O False A regular expression containing always defines an infinite language. True Ⓒ False * The statement of pumping lemma I is sufficient to prove that language PALINDROME is not regular. O True False
An FA with total states P accepts infinite many words if there is at least one word in this language with length > P. True False Pumping Lema II can help to prove that langue an bn is not regular. Ⓒ True False 1*(1+A)=1* True False Two strings x and y belong to the same class if they end in the same state (state may not be final). O True O False A regular expression containing always defines an infinite language. True Ⓒ False * The statement of pumping lemma I is sufficient to prove that language PALINDROME is not regular. O True False
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Transcribed Image Text:An FA with total states P accepts infinite many
words if there is at least one word in this
language with length > P.
O True
O False
Pumping Lema II can help to prove that langue
an bn is not regular.
O True
O False
1*(1+A)=1*
O True
O False
Two strings x and y belong to the same class if
they end in the same state (state may not be
final).
O True
O False
A regular expression containing always
defines an infinite language.
O
True
O False
*
The statement of pumping lemma I is sufficient
to prove that language PALINDROME is not
regular.
O True
O False
If two languages L₁ and L2 are equivalent then
(L1 L2) has a null string only.
O True
O False
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