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Theory of Computations Assignment Questions
Do the following problems
Consider the language L = {w: w ∈{a, b, c}* where w has only one c that divides the string into two equal length substrings}
Create a context free grammar for this language.
Create push down automaton for this language.
Create TM (TM = Turing Machine) that when process string of 0’s and 1’s, it overrides all the 0’s with 1’s.
L2 = {wwR | w is any string of 0’s and 1’s}
Create PDA for this language
Create TM for this language
L5 = {w| w ∈ {0, 1}+ and w can be equally read from right or lift (palindrome)}
Create PDA for this language
Create TM for this language
Note: a string is palindrome is if cab read the same from left or right. Examples aba, aabbaa, abcba are all palindromes, but abaa is NOT.
Let L = {0n1n: n>0} U {0n12n: n >0}. For this language do the following. Create PDA for this grammar
Do the following problems
Consider the language L = {w: w ∈{a, b, c}* where w has only one c that divides the string into two equal length substrings}
Create a context free grammar for this language.
Create push down automaton for this language.
Create TM (TM = Turing Machine) that when process string of 0’s and 1’s, it overrides all the 0’s with 1’s.
L2 = {wwR | w is any string of 0’s and 1’s}
Create PDA for this language
Create TM for this language
L5 = {w| w ∈ {0, 1}+ and w can be equally read from right or lift (palindrome)}
Create PDA for this language
Create TM for this language
Note: a string is palindrome is if cab read the same from left or right. Examples aba, aabbaa, abcba are all palindromes, but abaa is NOT.
Let L = {0n1n: n>0} U {0n12n: n >0}. For this language do the following. Create PDA for this grammar
Theory of Computations Assignment Questions
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