AUTOMATA THEORY: Find a Turing machine that computes the remainder of its input when divided by 3 whileeach number is represented by 1’s.If the remainder is zero, output should be one zero on the tape.If the remainder is greater than zero, output should start with one zero following by theremainder.For example, an input tape containing the number 8:Input: B11111111B (B represents blank)executing should leave the number 2 on the tape, because 2 is the remainder of 8 whendivided by 3. Output: 011
AUTOMATA THEORY: Find a Turing machine that computes the remainder of its input when divided by 3 whileeach number is represented by 1’s.If the remainder is zero, output should be one zero on the tape.If the remainder is greater than zero, output should start with one zero following by theremainder.For example, an input tape containing the number 8:Input: B11111111B (B represents blank)executing should leave the number 2 on the tape, because 2 is the remainder of 8 whendivided by 3. Output: 011
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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AUTOMATA THEORY: Find a Turing machine that computes the remainder of its input when divided by 3 while
each number is represented by 1’s.
If the remainder is zero, output should be one zero on the tape.
If the remainder is greater than zero, output should start with one zero following by the
remainder.
For example, an input tape containing the number 8:
Input: B11111111B (B represents blank)
executing should leave the number 2 on the tape, because 2 is the remainder of 8 when
divided by 3. Output: 011
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