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Given an integer N and an integer D, rotate the binary representation of the integer N by D digits to the left as well as right and print the results in decimal values after each of the rotation. Note: Integer N is stored using 16 bits. i.e. 12 will be stored as 0000.....001100.   Example 1:   Input: N = 28, D = 2 Output: 112 7 Explanation: 28 in Binary is: 000...011100 Rotating left by 2 positions, it becomes 00...1110000 = 112 (in decimal). Rotating right by 2 posit

Given an integer N and an integer D, rotate the binary representation of the integer N by D digits to the left as well as right and print the results in decimal values after each of the rotation. Note: Integer N is stored using 16 bits. i.e. 12 will be stored as 0000.....001100.   Example 1:   Input: N = 28, D = 2 Output: 112 7 Explanation: 28 in Binary is: 000...011100 Rotating left by 2 positions, it becomes 00...1110000 = 112 (in decimal). Rotating right by 2 posit

Database System Concepts
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
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Given an integer N and an integer D, rotate the binary representation of the integer N by D digits to the left as well as right and print the results in decimal values after each of the rotation.

Note: Integer N is stored using 16 bits. i.e. 12 will be stored as 0000.....001100.

 

Example 1:

 

Input:

N = 28, D = 2

Output:

112

7

Explanation: 28 in Binary is:

000...011100

Rotating left by 2 positions, it becomes

00...1110000 = 112 (in decimal).

Rotating right by 2 posit

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