Question: PLEASE COMPLETE ALL PARTS in JAVA PLEASE COMPLETE ALL PARTS in JAVA PLEASE COMPLETE ALL PARTS in JAVA PART 1 PART 2 PART 3 PART

PLEASE COMPLETE ALL PARTS in JAVA

PLEASE COMPLETE ALL PARTS in JAVA

PLEASE COMPLETE ALL PARTS in JAVA

PART 1

PLEASE COMPLETE ALL PARTS in JAVA PLEASE COMPLETE ALL PARTS in JAVA

PART 2

PLEASE COMPLETE ALL PARTS in JAVA PART 1 PART 2 PART 3

PART 3

PART 4 PLEASE COMPLETE ALL PARTS in JAVA PLEASE COMPLETE ALL PARTS

PART 4

in JAVA PLEASE COMPLETE ALL PARTS in JAVA We have declared a

PLEASE COMPLETE ALL PARTS in JAVA

PLEASE COMPLETE ALL PARTS in JAVA

PLEASE COMPLETE ALL PARTS in JAVA

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: We have declared a static method called countVowels with a String parameter word. TASK: Fill in the body of countVowels such that it returns the number of vowels in word. HINT: Assume the vowels are A, E, I, O, and U (not Y). Lower-case is fine as well. Sample Input: Fast and Furious Sample Output: We have declared a method called merge Sorted with two int[] parameters sortedNums1 and sortedNums. You can assume sortedNums1 and sortedNums2 are non-empty and are already sorted in ascending (i.e., increasing) order. TASK: Fill in the body of the merge Sorted method such that it will return a sorted int[] containing all the elements of sortedNums1 and sortedNums2 (including duplicate elements). Sample Input: 1 3 5 7 2 4 6 8 Sample Output: 1 2 3 4 5 6 7 8 We have declared a method called addSorted with one ArrayList parameter sortedNums and one int parameter new Num. 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

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