Construct a regular expression for the following finite automata using Arden's theorem: A a) Consider the following two
Posted: Fri May 20, 2022 11:45 am
Construct a regular expression for the following finite automata using Arden's theorem: A a) Consider the following two regular languages L1 and L2. Construct an automata that represents L1-L2. L1={we{0,1}* | start symbol of w is different from its end symbol) L2 ={ we{0,1}* I w starts with 03 and ends with 01) by Prove that the following language is not a context-free language using regular closure: L={we{a,b,c}* | ng=none}