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Section 3.2 Regular Expressions and Regular Languages ? = {0,1} (PRACTICE QUESTION) Find(Draw) an nfa that accepts the language L(0010 + 1101) 5. Parts a, b, and c - see the supporting documentation for assistance with parts a and b, part c will be graded Find (draw) dfa's that accept the following languages. (show all your work) START WITH nfas, and then convert to dfas Reduce the number states of the dfa 5a. (PRACTICE QUESTION) L(00* + 0101) 5b. (PRACTICE QUESTION) L(01(0+ 01)(0+00)) 5c. (GRADED 3 points) L(((001)1))

          Section 3.2 Regular Expressions and Regular Languages
? = {0,1}
(PRACTICE QUESTION) Find(Draw) an nfa that accepts the language L(001*0 + 11*01)
5. Parts a, b, and c - see the supporting documentation for assistance with parts a and b, part c will be graded
Find (draw) dfa's that accept the following languages. (show all your work)
START WITH nfas, and then convert to dfas Reduce the number states of the dfa
5a. (PRACTICE QUESTION) L(00* + 010*1*)
5b. (PRACTICE QUESTION) L(01(0+ 01)*(0+00))
5c. (GRADED 3 points) L(((001*)*1)*)

Section 3.2 Regular Expressions and Regular Languages
? = 0,1
(PRACTICE QUESTION) Find(Draw) an nfa that accepts the language L(001*0 + 11*01)
5. Parts a, b, and c - see the supporting documentation for assistance with parts a and b, part c will be graded
Find (draw) dfa's that accept the following languages. (show all your work)
START WITH nfas, and then convert to dfas Reduce the number states of the dfa
5a. (PRACTICE QUESTION) L(00* + 010*1*)
5b. (PRACTICE QUESTION) L(01(0+ 01)*(0+00))
5c. (GRADED 3 points) L(((001*)*1)*)

Added by Derek G.

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