Create a java program that generates elements (randomly from 10 – 50) of a 2-dimensional array (5x5) using the Random Class then perform the following: 1) Output the array elements2) Output the sum of prime numbers in the array3) Output the elements in the main diagonal.4) Output the sum of the elements below the diagonal.5) Output the sum of the elements above the diagonal.6) Output the odd numbers below the diagonal.7) Output the even numbers above the diagonal. 1) Output the array elements453512281930332150254515101214415035501532421121412) Output the sum of prime numbers in the array.1123) Output the elements in the main diagonal.21 10 35 28 414) Output the sum of the elements below the diagonal.2865) Output the sum of the elements above the diagonal.3116) Output the odd numbers below the diagonal.25 45 15 41 197) Output the even numbers above the diagonal.30 32 50 42 12

import java.util.*; import java.lang.Math; public class Program { public static int…

Create a java program that generates elements (randomly from 10 – 50) of a 2-dimensional array (5x5) using the Random Class then perform the following: 1) Output the array elements 2) Output the sum of prime numbers in the array 3) Output the elements in the main diagonal. 4) Output the sum of the elements below the diagonal. 5) Output the sum of the elements above the diagonal. 6) Output the odd numbers below the diagonal. 7) Output the even numbers above the diagonal.

Create a java program that generates elements (randomly from 10 – 50) of a 2-dimensional array (5x5) using the Random Class then perform the following: 1) Output the array elements 2) Output the sum of prime numbers in the array 3) Output the elements in the main diagonal. 4) Output the sum of the elements below the diagonal. 5) Output the sum of the elements above the diagonal. 6) Output the odd numbers below the diagonal. 7) Output the even numbers above the diagonal.

EBK JAVA PROGRAMMING

9th Edition

ISBN:9781337671385

Author:FARRELL

Publisher:FARRELL

Chapter8: Arrays

Section: Chapter Questions

Problem 12RQ

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