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1) L1 = the set of all strings that starts with 0 and ends with 1 2) L2 the set of all strings that starts with 1 and have even length 3) L3 the set of all strings that have length at least 3 and its third symbol is 0 %D 4) L1UL3

1) L1 = the set of all strings that starts with 0 and ends with 1 2) L2 the set of all strings that starts with 1 and have even length 3) L3 the set of all strings that have length at least 3 and its third symbol is 0 %D 4) L1UL3

CMPTR
CMPTR
3rd Edition
ISBN:9781337681872
Author:PINARD
Publisher:PINARD
Chapter20: Creating A Presentation
Section: Chapter Questions
Problem 5QY
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Please Complete Part 1-10 Q. Give a state transition diagram of a DFA that recognizes the following language over the alphabet {0,1}): 1) L1 = the set of all strings that starts with 0 and ends with 1 2) L2 = the set of all strings that starts with 1 and have even length 3) L3 the set of all strings that have length at least 3 and its third symbol is 0 %D 4) L1UL3 5) LINL2 6) L2NL3 7) The set of all strings such that every occurrence of 1 is followed by at least two Os, e.g., 01000100100, 10010000001000000, 00001000 are in this language, but 001 is not. 8) The set of all strings that does not contain pattern 0101. 9) The set of all strings except 101 and 11. 10) The set of all string such that every even position contains 0. For example, 00000,101,100010 are in this language, but 010 and 1101 are not.
Transcribed Image Text:Please Complete Part 1-10 Q. Give a state transition diagram of a DFA that recognizes the following language over the alphabet {0,1}): 1) L1 = the set of all strings that starts with 0 and ends with 1 2) L2 = the set of all strings that starts with 1 and have even length 3) L3 the set of all strings that have length at least 3 and its third symbol is 0 %D 4) L1UL3 5) LINL2 6) L2NL3 7) The set of all strings such that every occurrence of 1 is followed by at least two Os, e.g., 01000100100, 10010000001000000, 00001000 are in this language, but 001 is not. 8) The set of all strings that does not contain pattern 0101. 9) The set of all strings except 101 and 11. 10) The set of all string such that every even position contains 0. For example, 00000,101,100010 are in this language, but 010 and 1101 are not.
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