Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN: 9780133594140
Author: James Kurose, Keith Ross
Publisher: PEARSON
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java code

matrices refers to 2D arrays

note: it should work in any Nx2 matrice. N can be any number not just 2

i tried to do it but it only works with 2x2 or 1x2 matrices

i need output proof that it can  work in 3x2 and 4x2 matrices or any Nx2 matrice 

E Console X
Enter N For Nx2 Matrix: 3
homework3 [Java Application] C:\Users\ozexg\.p2\pool\plugins\org.eclipse.just
Enter Elements in Matrix
1
Enter N For Nx2 Matrix: 2
Enter Elements in Matrix
2
3
4
Exception in thread "main" java.lang.ArrayIndexOut0fBoundsException: Index 2 out of bounds for length 2
at homework3.homework3.rotate (homework3.java:29
at homework3.homework3.main (homework3.java:121)
Matrix After Rotation
2 4
1 3
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Transcribed Image Text:E Console X Enter N For Nx2 Matrix: 3 homework3 [Java Application] C:\Users\ozexg\.p2\pool\plugins\org.eclipse.just Enter Elements in Matrix 1 Enter N For Nx2 Matrix: 2 Enter Elements in Matrix 2 3 4 Exception in thread "main" java.lang.ArrayIndexOut0fBoundsException: Index 2 out of bounds for length 2 at homework3.homework3.rotate (homework3.java:29 at homework3.homework3.main (homework3.java:121) Matrix After Rotation 2 4 1 3
.: Note that the matrix in the questions refer for two dimensional array.
• Write a method that rotates N number of 2-D points by given angle (counter-clockwise).
The points are represented by N x 2 matrix.
Hint: Refer for rotation matrix.
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Transcribed Image Text:.: Note that the matrix in the questions refer for two dimensional array. • Write a method that rotates N number of 2-D points by given angle (counter-clockwise). The points are represented by N x 2 matrix. Hint: Refer for rotation matrix.
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