ive a regular expression R so that L$($R$)$ is the language recognized by this finite automa$-$

ton. Justify your answer by referring to the definition of the semantics of regular expressions

and computations of finite automata. Include an explanation for why each string in L$($R$)$

is accepted by the finite automaton and for why each string not in L$($R$)$ is rejected by the

finite automaton