Implement a program to achieve the rotation of an n x n image clockwise OR counter-clockwise by 90 degrees. The resolution of the image, n, is entered by the user. You can safely assume that n is no more than 10. The image will be simulated using an n x n 2D matrix, also entered by the user. The input format is as follows an integer n, representing the image resolution matrix, representing the 2D image 0 or 1, representing the clockwise or counter-clockwise rotation EX1: if the user enters 3 123 456 780 0 After rotating the matrix in the clockwise orientation by 90 degrees, the output matrix is 741 852 063

Implement a program to achieve the rotation of an n x n image clockwise OR counter-clockwise by 90 degrees. The resolution of the image, n, is entered by the user. You can safely assume that n is no more than 10. The image will be simulated using an n x n 2D matrix, also entered by the user. The input format is as follows an integer n, representing the image resolution matrix, representing the 2D image 0 or 1, representing the clockwise or counter-clockwise rotation EX1: if the user enters 3 123 456 780 0 After rotating the matrix in the clockwise orientation by 90 degrees, the output matrix is 741 852 063

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

Implement a program to achieve the rotation of an n
x n image clockwise OR counter-clockwise by 90
degrees. The resolution of the image, n, is entered by
the user. You can safely assume that n is no more
than 10. The image will be simulated using an n x n
2D matrix, also entered by the user.
The input format is as follows
an integer n, representing the image
resolution
<nxn> matrix, representing the 2D
image
0 or 1, representing the clockwise
or counter-clockwise rotation
EX1: if the user enters
3
1 2 3
456
780
0
After rotating the matrix in the clockwise orientation
by 90 degrees, the output matrix is
741
852
063
EX2: if the user enters
4
5 1 9 11

EX2: if the user enters
4
5
1 9 11
2 4 8 10
13 3 6 7
15 14 12 16
1
After rotating the matrix in the counter-clockwise
orientation by 90 degrees, the output matrix is
11 19 7 16
9 8 6 12
1 4 3 14
5 2 13 15
Note that any attempts to hardcode the results will
result in a 0 for this problem!

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