Question: Please show that L is not regular by choosing s = (ab)^p(a^p) and consider all three cases: 1. y consists of only a's 2. y

Please show that L is not regular by choosing s = (ab)^p(a^p)Please show that L is not regular by choosing s = (ab)^p(a^p) and consider all three cases:

1. y consists of only a's

2. y consists of only b's

3. y consists of only ab's

Consider the following language. L2={(ab)iajij} Is L regular? use the pumping lemma to prove your claim. Show every step of your proof

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