Question: Let L = {a^k | k is prime) (a) Provo, using the Pumping Lemma, whether or not L is regular (b) Prove whether or not

$Let L = {a^k | k is prime) (a) Provo, using$

Let L = {a^k | k is prime) (a) Provo, using the Pumping Lemma, whether or not L is regular (b) Prove whether or not the complement L'. i.e. {a^| k is not prime), is regular. (c) Prove whether or not L* is regular

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