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This is an Assignment Question from Principal of Programming Language, It asking to apply Kleene's threom to construct tables showing L(p,q,k) for each 0<=k<=(n-1).

I have been doing this and I wasn't sure about the table I came up with, just wanna double check my answer. Please show all three tables for k=0, k=1 and k=2.

Find the regular expression corresponding to the FA shown below, by applying the algorithm implied by part 2 of Kleenes theorem. Here if the FA has n states, construct tables showing L(p, q, k) for each 0 S k S n 1. 93 a, b

This is what I got from instructor, and I believe it is complete question. Please dont give me IRRELEVANT answer!

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Answer #1

g,itially a) ie empty. Than she? state of the DFA Since t initial o andfo added?Q. and to 7,6) 112) a e im ,32 to a b) tuy no mous ctotee are oddedl to a om a tater have been compeuted and mo nge ae odded to a, t onersim hoe prtcees stopeNate Het hue ase no gtate of.GU2-ให้ Hents thoe are nho staty that h lon o to Hento 知th acorting states q . H, Grie etter o a

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