Determine whether the following statements are True or False: A) The language corresponding to the regular expression 0*1*(0[1)*1* is the set of binary strings that start with 01 an end in 1 (True or False?) B) Suppose we have the following grammar, where a and b are terminal symbols, and S is a non terminal symbol: S : := aaSbb The language described by this grammar would include the string “aaabbb". (True or False?) C) Suppose we have the following grammar, where a and b are terminal symbols, and S is a non terminal symbol: S : := aaSbb | bbSaa The language described by this grammar would include the string “aabbaabb". (True of False?)
Determine whether the following statements are True or False: A) The language corresponding to the regular expression 0*1*(0[1)*1* is the set of binary strings that start with 01 an end in 1 (True or False?) B) Suppose we have the following grammar, where a and b are terminal symbols, and S is a non terminal symbol: S : := aaSbb The language described by this grammar would include the string “aaabbb". (True or False?) C) Suppose we have the following grammar, where a and b are terminal symbols, and S is a non terminal symbol: S : := aaSbb | bbSaa The language described by this grammar would include the string “aabbaabb". (True of 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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Answer the following question accordingly:
Transcribed Image Text:Determine whether the following statements are True or
False:
A) The language corresponding to the regular expression
0*1*(0|1)*1* is the set of binary strings that start with 01 and
end in 1 (True or False?)
B) Suppose we have the following grammar, where a and b
are terminal symbols, and S is a non terminal symbol:
S :
aaSbb
| E
The language described by this grammar would include the
string "aaabbb". (True or False?)
C) Suppose we have the following grammar, where a and b
are terminal symbols, and S is a non terminal symbol:
S : := aaSbb
| bbSaa
The language described by this grammar would include the
string "aabbaabb". (True of False?)
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