Question 5. Given the encoding of Turing machine M, the accept state of which is encoded as 0000. Draw its state diagram 111 01000100100010011 00101001010011 0010010010010011 001000100010001011 000101000010100111

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A: The processing is shown below:

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A: Given: HOP Craoft's Algorithm

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A: The answer has given below:

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A: Note:from the booking using the (6.6.2) signed decimal integer finite state machine below:

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A: Here we have given solution for minimization of automation in step 2 clearly.

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A: We have to state whether the given statement is true or false.

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A: Since there are multiple questions, the first full question is answered for you as per Expert…

Q: (A + B)A + AB

A: As per guidelines solve 1 question please repost on other asa questions.

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A: 1) string : babbab   String   b a b b a b State X X Z X X Z X Output   0 1 0 0 1 0

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A: Answer is given below-

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A: The answer is given below:

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A: The solution for the above-given question is given below:

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A: here the given is a Turing machine that accepts palindromes using two tapes.

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A: Answer:

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A:

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A: Step 1 The answer is given in the below step

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A: Answer is given below-

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A: Soln::-- Lets see the step by step solution in the next steps

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A:

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A: DFA - It stands for Deterministic Finite Automata.

Q: the following truth table by selecting T (for True) and F (False) from Q R PAQ PAR (P F F

A: I have answered below:

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A: The answer is given below

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A: To construct a finite state automaton we first need to define states and transitions.

Q: ?Describe the processing of 00111 by using IDs

A:

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A: I have given an answer in step 2.

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A: 1.

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