Check all the odd length palindrom strings are regular or not using the pumping lemma test.
Added by Meghan A.
Step 1
To determine if the set of all odd-length palindromic strings is regular using the pumping lemma, we can follow these steps: ** Show more…
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Show that the set of palindromes over $\{0,1\}$ is not regular using the pumping lemma given in Exercise 22 . [Hint: Consider strings of the form $0^{N} 10^{N} . ]$
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Is the language "all strings that end with a palindrome of length 3" regular? Justify your response. Note, just the palindrome is of length 3, for example 121 is a palindrome of length 3, the string itself can be infinite. For the purpose of demonstration, let ÎŁ = {a, b, c}.
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