Скачать или смотреть Turing Machine to compute the 2’s complement of a binary number on JFlap.

1. Turing Machine to Compute 2’s Complement
Problem:
Given a binary number (fixed-length), construct a Turing Machine (TM) that outputs its 2’s complement. The 2’s complement of a binary number is formed by:

Inverting the bits (0 ↔ 1)

Adding 1 to the result (starting from the rightmost bit)

Logic for the Turing Machine
Scan Right to end of input.

Start from the rightmost bit, moving left:

Copy 0s and 1s unchanged until you find the first 1 (this is the "add 1" step).

After that, invert all bits to the left.

Stop at the beginning of the tape.

High-Level TM Description:
Assuming input like:
___ 1 0 1 0 1 ___ (tape with blanks on either end)

Steps:

Move to the rightmost 1 or 0.

Find the first 1 from right → leave it as is.

Invert remaining bits while moving left (0→1, 1→0).


#TuringMachine #2sComplement #JFALP #BinaryComputation #TMProject #ComputerScience #Design a Turing Machine to compute the 2’s complement of a binary number #ComputationModels #BinaryOperations #CSstudent #TheoryOfComputation #AutomataTheory #FiniteAutomata #LearnTuringMachine