Give a dfa without e-transition that accepts the set of


PLEASE BE DESCRIPTIVE.

1. Using proper English, describe the following regular language:

1) (ab)* aa

2) b*a*

2. Give a regular expression that represents the described set:

1) The set of strings over {a, b, c} in which all the a's precede the b's and c's.

2) The set of strings over {a, b, c} that contain odd number of a's

3. Construct DFA without e-transition that accepts the following language:

1) (ab+a)+

2) (ab)*(ba)*

4. Give a DFA without e-transition that accepts the set of strings over {a, b} that contain at least one b if its length is at least four.

Request for Solution File

Ask an Expert for Answer!!
C/C++ Programming: Give a dfa without e-transition that accepts the set of
Reference No:- TGS02888725

Expected delivery within 24 Hours