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The Pumping Lemma is not used to explain something is regular. It is used to show...

The Pumping Lemma is not used to explain something is regular. It is used to show that for a given non-regular language, a DFA cannot exist. Do you now see that to claim that “no DFA can exist,” one must rule out all such x, y, z based on some initial string s of length at least N?Why can’t we pick x, y, z according to our convenience? Answer in 2-3 clear sentences.

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I have explained with an example so see the image below

##for any queries do comment below feel free to ask for queries

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