Consider the following Turing machine starting in state 1 in the leftmost position on a tape 0110001:
(1,0,1,2,R)
(1,1,1,2,R)
(2,1,1,1,L)
(2,0,0,3,R)
(3,1,0,1,R)
Will this machine halt?
Select one:
True
False
Consider the following Turing machine starting in state 1 in the leftmost position on a tape...
how to solve this problem COMPSCI 110 37. Consider the following instruction set for a Turing machine (1,0,1,2,R) (1,1,1,1,R) (2,0, 1, 4, R) (2,1,1, 3, R) (3,0,1,5,R) (3,1,0,1,R) (4,0,0,2,R) (4,1,1,4,R) (5,0,1,2,R) (5,1,1,5, R) If the Turing machine is run on the tape 011001..., starting in statel on the first symbol on left of the tape, which state does it end up in after executing 6 instructions? A. State 5 B. State 2 C. State 4 D. State 3 E. State...
I. 40%) Find the output of the following Turing machine when run on the tape . . .6011006 ((S1,0), (0,S2,R)) ((S2,b),(0,S3,R)) ((S3,0), (0,S3,L)) Please indicate the final state and position of the read/write head on the tape when this TM halts. I. 40%) Find the output of the following Turing machine when run on the tape . . .6011006 ((S1,0), (0,S2,R)) ((S2,b),(0,S3,R)) ((S3,0), (0,S3,L)) Please indicate the final state and position of the read/write head on the tape when this...
rarisition written in the format of the Turing Machine simulator is a special state H which means halt. For the given Below is a Turing machine program where each line is a transition writen current state, read symbol, new state, write symbol, drection e-d. wmeans to state 4, write a 1 and move the tape head left. Notc there is a special state a os on the leftmost n nanks , write the resulting bitstring when the TM reaches the...
1) Write a transition diagram for a Turing Machine that satisfies the following specifications. Do not make it skeletal -- show all possible transitions. (That means 3 transitions from each state (except the halt state) since Γ = {x, y, Δ} for this problem.) Pre: |Δ alpha Δ .... where alpha is a string of letters from {x,y} and ... are all Δ Post: if alpha is in the language described by regular expression (xy)* halt in the leftmost cell...
Recall the Turing machine we designed in class. Consider an infinite tape with the following initial state: _ _ _ _word _ _ _ _ Where word is a binary word (i.e. ones and zeros). Right a Turing machine which checks if the word is divisible by 2 or not. Structure your answer as either a state table, or state diagram.
Technical Review -Turing Machines 1. Machine #1 is very simple. State Read Symbols Write Symbol RAL Read 0 New State q Halt (L Read 1 L Read 1 0 L Run this machine on the following tapes and produce the result. Determine what this machine does The starting head position is marked by the arrow. 0011 100162 a) 1 † 1 10100 101112 0 0 b) 101 + 11000L 11000 safler halt, all reading Symbol remain some and stoping Adding...
Give the state diagram for a single-tape Turing machine for the following language. L = {a#b#c | a, b, c ∈ { 0 , 1 }∗ and a,b,c all have the same number of zeroes} Assume Σ = { 0 , 1 }
(e) (1 point) Give a Turing machine configuration that is at state 94, with tape contents "CSE355" with the tape head over the "3"
Construct a Turing achine with on tape thai rcccivs as input an integer x 〉 1 and returns as output the integer x-1 . Integers are represented in binary. Start of the computation: The tape contains the binary representation of the input r. The tape head is on the rightmost symbol of r and the Turing machine is in the start state o End of the computation: The tape contains the binary representation of the integer r - 1. The...
Third time posting, can someone answer please. Question 2. Consider the Turing machine defined as follows. input alphabet {1} Tape alphabet = { 1,0, x,□} where □ represents a blank Set of states (A, B, C, D Initial state A set of accept states = {D} Transition function: 6(A, z) = (A,z, R) 6(A, □)-(C,D, L) (i) Draw a transition graph for this Turing machine. (ii) Determine the output of the Turing machine for each of the following input i)...