Question: Proof the following using the Pumping Lemma - by Contradiction. All of the L's below are not regular. 1 - L = { w |

Proof the following using the Pumping Lemma - by Contradiction.

All of the L's below are not regular.

1 - L = { w | w =XXR} language = {0,1} R = reverse. Even number of symbols

2 - L = { 1n!, for all n >= 0 }

3 - L = { 1prime | prime carry prime numbers} smallest prime is 2 and largest is Infinity

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