Question: Simplify the regular expression a = + (a + b + c)((a*b)* a* c)* (a*b)* (+ a + aaa*) defined over the alphabet =

Simplify the regular expression a = + (a + b + c)((a*b)* a* c)* (a*b)* (+ a + aaa*) defined over the

Simplify the regular expression a = + (a + b + c)((a*b)* a* c)* (a*b)* (+ a + aaa*) defined over the alphabet = {a, b, c} as much as possible benefiting Kleene Algebra axioms and rules (A.1) - (A.17). Clearly show simplification steps.

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