Design and implement a Turing Machine to perform the conversion of a binary number to Two's Complement, using the 'fast' method described in the class notes. Recall that the fast method starts at the LSB (to the right), leaves all 0's and the first 1 alone, then flips all the remaining bits. The tape will consist of a 'sign' bit (0 for positive, 1 for negative), a blank space, and then the number to convert. After conversion, the sign bit is removed. Here are some examples: INPUT : ... # 0 # 00100001 # ... OUTPUT: ... # # # 00100001 # ... INPUT : ... # 1 # 00101000 # ... OUTPUT: ... # # # 11011000 # ... Give the TM diagram, as well as the state transition table, using the notation described in the class notes and associated lab. You can find a sample in the picture. Thanks

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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Chapter1: Introduction
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Design and implement a Turing Machine to perform the conversion of a binary number to Two's Complement, using the 'fast' method described in the class notes. Recall that the fast method starts at the LSB (to the right), leaves all 0's and the first 1 alone, then flips all the remaining bits. The tape will consist of a 'sign' bit (0 for positive, 1 for negative), a blank space, and then the number to convert. After conversion, the sign bit is removed. Here are some examples:

INPUT : ... # 0 # 00100001 # ...

OUTPUT: ... # # # 00100001 # ...

INPUT : ... # 1 # 00101000 # ...

OUTPUT: ... # # # 11011000 # ...

Give the TM diagram, as well as the state transition table, using the notation described in the class notes and associated lab. You can find a sample in the picture. Thanks

Machine Description
Similarly, there are several possible ways of describing a TM. Examples:
state transition table
diagram
1. ((S0,0)(0,s0,R))
2. ((S0,1)(1,S0,R))
3. ((S0,#)(#,S1,R))
4. ((S1,1)(0,S1,L))
1:1
#:1
1:0
R
#:#→L
H
2
0:1
5. ((S1,#)(1,S2,L))
6. ((S1,0)(1,S2,L))
0:0
We'll use both of these.
Transcribed Image Text:Machine Description Similarly, there are several possible ways of describing a TM. Examples: state transition table diagram 1. ((S0,0)(0,s0,R)) 2. ((S0,1)(1,S0,R)) 3. ((S0,#)(#,S1,R)) 4. ((S1,1)(0,S1,L)) 1:1 #:1 1:0 R #:#→L H 2 0:1 5. ((S1,#)(1,S2,L)) 6. ((S1,0)(1,S2,L)) 0:0 We'll use both of these.
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