Question: 31 (Marks 1)
Can you say that string of 0’s whose length is a perfect square is not regular?
Question: 32 (Marks 1)
Question: 33 (Marks 2)
Is the following an FA or TM?
Question: 34 (Marks 2)
If L is the language that accept even length strings then what strings will Lc accept?
Question: 35 (Marks 3)
Define Myhill Nerode theorem
Question: 36 (Marks 3)
If L1,L2 and L3 be any three finite languages over Sigma = {a,b}, then how will be
(L1 INTERSECTION L2) Union (L2 INTERSECTION L3) ≠ Ø
Question: 37 (Marks 3)
How you differentiate between wanted and unwanted branches while deriving a string from in the context of CFG?
Question: 38 (Marks 5)
What is the difference between concatenation and intersection of two FAs and union and addition of two FAs?
Question: 39 (Marks 5)
Use pumping lemma II to show that following language is not regular.
L = {an2 ; n =1,2,3,4…}
Question: 40 (Marks 10)
Draw Moore Machine equivalent to the following Mealy Machine.
Question: 41 (Marks 10)
Write CFG of the following PDA. Also write the stack alphabet and tape alphabet.
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