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- Computer Science Please help me to design Turing Machine, and please don't copy another posted from Chegg. They're not correct, so I will rate dislike for that. A = {0,1}* but two time 0 will one time 1, the string like: {001,000011, 100, 110000, 001000011, 100110000, ...}A palindrome is a string of characters thatreads the same forward and backward, suchas radar or IUPUI. Write a Turing machine to decide whether any binary string is apalindrome by halting with a blank tape ifthe string is a palindrome and halting with anonblank tape if the string is not a palindrome.Note: The world’s longest single-wordpalindrome is the Finnish word for “lyedealer”: Saippuakivikauppias Other palindromes include: Slap a ham on Omaha pals Do geese see godA man a plan a canal PanamaCreate a Turing Machine where the alphabet is { a b c } and L be the language of all words in which all the a's come before the b's and there are the same number of a's as b's and arbitrarily many c's that can be in front, behind, or among the a's and b's. These strings should be accepted ab abc acb cab cacbc caaccbcb caabcb ccacaabcccbccbc These strings should be rejected a b c ba bab abab abbab bbbbaab bbbbbbbbb aaaabbbbb aaabbbbaaabbbb handwritten digaram
- Create a Turing Machine where the alphabet is { a b c } and L be the language of all words in which all the a's come before the b's and there are the same number of a's as b's and arbitrarily many c's that can be in front, behind, or among the a's and b's. These strings should be accepted ab abc acb cab cacbc caaccbcb caabcb ccacaabcccbccbc These strings should be rejected a b c ba bab abab abbab bbbbaab bbbbbbbbb aaaabbbbb aaabbbbaaabbbb Handwroitten weill work.(Please don't copy) Think of ways to "encode" a Turing Machine M(Q,Σ,Γ,qs,qa,qr,δ) as a string over some alphabet Σ.Construct a Turing machine (your answer must show all of the 5-tuples involved) that computes n mod 3, where n ≥ 0. You must use unary ones format: 0 is 1, 1 is 11, 2 is 111, and n is n+1 1s.Note that all computations: of n mod m must be either 0 (1), 1 (11), or 2 (111).Be sure to leave the read/write head over the leftmost 1 when done.Verify your Turing machine by giving a step-by-step trace of 2 mod 3 and 7 mod 3.
- 1a. Create a multitape Turing machine to recognize the language L = {aibjck∶0 < i < j < k}. 1b. Create a multitape Turing machine to recognize the language L = {w∶w = wR} with Σ = {a,b}.Create a Turing machine that implements the following algorithm given the alphabet is a,b,x,Null and the input is ((a+b)*x(a+b)*)3 This means that an unknown number of a and b characters has exactly 1 x somewhere in that substring. This is done exactly 3 times, for a grand total of 3 'x' characters as input. Traverse the input string if xx occurs, delete one x then shift the remaining string to remove the blank then restart. if xx does not or no longer occurs anywhere in the string, determine whether there are more a or more b characters if there are more a characters accept if there are an equal number of a and b characters reject/Fail if there are more b characters accept BUT use a different accept state. Please illustrate a turing machine or jflap file.Design a Turing machine that accepts a string of a and b where the number of a's is one more than the number of of b's? first write the outline then the draw the diagram.
- The unary numeral system is a numeral system to represent natural numbers as sequences of ones, that is, to represent a number ?, a symbol representing “1” is repeated ? times. For example, the number 4 is represented by 1111. The number 0 would be represented by the empty string. Create a Turing machine which adds 3 to a natural number, that is, writes three times a 1 after the given unary number. Afterwards move the head to the left-most position of input.You will disappoint me if you solve it without drawing I just want you to draw me the following question please: Turing machine that computes the function f(x,y) = x+2y, with both x and y strictly positive integers.Use JFLAP to construct the Turing machine that recognize the language of {0n1n | n ≥ 1}. Test your constructed machine on at least 6 input strings. Note: When drawing a Turing machine in JFLAP, you can enter the blank tape symbol by simply leaving a field blank.