PLEASE ANSER ALL PARTS AND IN JAVA

PLEASE ANSER ALL PARTS AND IN JAVA

PLEASE ANSER ALL PARTS AND IN JAVA

PART 1

PART 2

PART 3

PART 4

PART 5

PLEASE ANSER ALL PARTS AND IN JAVA

PLEASE ANSER ALL PARTS AND IN JAVA

PLEASE ANSER ALL PARTS AND IN JAVA

PLEASE ANSER ALL PARTS AND IN JAVA

PLEASE ANSER ALL PARTS AND IN JAVA

PLEASE ANSER ALL PARTS AND IN JAVA

PLEASE ANSER ALL PARTS AND IN JAVA

PLEASE ANSER ALL PARTS AND IN JAVA

PLEASE ANSER ALL PARTS AND IN JAVA

please complete all parts it shouldnt take too long

We have declared a static method called maxOdd with an int[] parameter nums, which you can assume to be non-empty. TASK: Fill in the body of maxOdd such that it returns the largest odd number in nums. If no odd numbers exist, return 0. Sample Input: 2 3 4 5 6 Sample Output: Write a program, test using stdinstdout Time limit: 8 seconds Memory limit: 256 MB 1 static int maxOdd(int[] nums) { 2 // YOUR CODE HERE 3} We have declared a method called addSorted with one ArrayList parameter sortedNums and one int parameter newNum. You can assume sortedNums is non-empty and is already sorted in ascending (i.e., increasing) order. TASK: Fill in the body of the addSorted method such that it will add newNum to sortedNums while maintaining sorted order. Sample Input: 1 3 4 5 Sample Output: 1 2 3 4 5 Write a program, test using stdin stdout Time limit: 8 seconds Memory limit: 256 MB 1 static void addSorted(ArrayList sortedNums, int newNum) { 2 // YOUR CODE HERE 3 } We have declared a method called computePrimes with one int parameter num. TASK: Fill in the body of the computePrimes method such that it will return an ArrayList containing the prime numbers less than or equal to num. You may assume that num is greater than 1. HINT: Recall that a number is considered "prime" if it is only divisible by 1 and itself. HINT: 1 is not a prime number. HINT: You can use Math.sqrt(x) to take the square root of a variable x. No need to import anything: we've done that for you behind-the- scenes. It is possible to solve this problem without using the sqrt method, but it will allow you to test if a number is prime much more efficiently. Sample Input: 10 Sample Output: 2 3 5 7 Write a program, test using stdin stdout Time limit: 8 seconds Memory limit: 256 MB 1 static ArrayList computePrimes(int num) { 2 // YOUR CODE HERE 3} We have declared a method called products with one int parameter n. TASK: Fill in the body of the products method such that it will return an int[][] with n rows and n columns (i.e., n-by-n) in which the i-th row of the j-th column contains the product (i+1*(1+1). EXAMPLE: products(4)[0][0] is 1*1=1, and products(4)[3][3] is 4*4=16. Sample Input: Sample Output: 2 2 4 - 3 6 - 4 8 5 10 3 6 9 12 15 4 8 12 16 20 15 1 Write a program, test using stdin stdout Time limit: 8 seconds Memory limit: 256 MB 1 static int[][] products(int n) { 2 // YOUR CODE HERE 3} TASK: Write a static method called reverse with one int[] parameter nums. It should reverse the elements of nums. It should not return anything - it should modify nums in place. Sample Input: 1 2 3 4 5 6 Sample Output: 6 5 4 3 2 1 Write a program, test using stdin stdout Time limit: 8 seconds Memory limit: 256 MB 1 // YOUR CODE HERE