3. Use the Restoring Division Algorithm, as shown in Figure 1, to perform divisonoperation of 8 3 using 4-bit integer representation. Show the Quotient andRemainder.2/3Both dividend and divisor are assumed to be positive numbers:1. Load the twos complement of the divisor into the M register. Load the dividend into the A,Q registers. The dividend must be expressed as a 2n-bit positive number.2. Shift A, Q left 1 bit position.3.Perform A-A-M.4.Choose either one of the followings:a. If the result is nonnegative (most significant bit of A is 0), then set Qo← 1.b. If the result is negative (most significant bit of A is 1), then set Qo-0, restore theprevious value of A.5. Repeat steps 2 to 4 as many times as there are bit positions in Q.6. The remainder is in A and the quotient is in Q.Figure 1......

Find 8 divided by 3 using Restoring Division Algorithm For Unsigned Integer

Answered: 3. Use the Restoring Division…

3. Use the Restoring Division Algorithm, as shown in Figure 1, to perform divison operation of 8 3 using 4-bit integer representation. Show the Quotient and Remainder.

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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Question

3. Use the Restoring Division Algorithm, as shown in Figure 1, to perform divison
operation of 8 3 using 4-bit integer representation. Show the Quotient and
Remainder.
2/3
Both dividend and divisor are assumed to be positive numbers:
1. Load the twos complement of the divisor into the M register. Load the dividend into the A,
Q registers. The dividend must be expressed as a 2n-bit positive number.
2. Shift A, Q left 1 bit position.
3.
Perform A-A-M.
4.
Choose either one of the followings:
a. If the result is nonnegative (most significant bit of A is 0), then set Qo← 1.
b. If the result is negative (most significant bit of A is 1), then set Qo-0, restore the
previous value of A.
5. Repeat steps 2 to 4 as many times as there are bit positions in Q.
6. The remainder is in A and the quotient is in Q.
Figure 1
...
...

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