!!!An unsorted array has the property that each element has a distance of at most k positions from its sorted version. Find the smallest k value. write Code!
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!!!An unsorted array has the property that each element has a distance of at most k positions from its sorted version. Find the smallest k value. write Code!
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- one-dimensional array: Write the needed code to swap between the first element and last element in array intArray.Write code that loops through the array myVals. Each iteration: If myVals[i] is less than smallestNum, assign smallestNum with myVals[i]. Remember to assign smallestNum with some value before the loop.1. Write a for loop to initialize the following array with value 0.0 double[] balances = new double [5] 2. Write a for-each loop to print out every element of the above array.
- //1. Declare an array arr1 and initialize it to 1, 2, 3, 4, 5, 6, 7, 8, and 9//2. Declare another array arr2, the same length as arr1, without// giving it any initial values.//3. Using a for loop print arr1 displaying all elements on one line,// separated by a comma. (Commas must be placed only between numbers.)//4. Using a while loop print arr2 displaying all elements on one// line, separated by a dash. (Dashes must be placed only between numbers.)//5. Using a for loop, copy all the values of arr1 into arr2 in reverse// order. DO NOT print on this step.//6. Using a do/while loop, print arr1 displaying all elements on// one line, separated by a comma.//7. Using a for loop, print arr2 displaying all elements on one line,// separated by a dash.You have an array with non-repeating elements. You need to find the second maximum number Input: 7 9 5 4 7 1 3 0 Output: 7 Note: 9 is the maximum. But you need to find the second largest '7' number from the arrayCreate an array of 15 integers. Add all elements located at ODD index positions and sum also all numbers located at EVEN(Assume index 0 is even) index positions in the linear array. The user's will be the one to input each item in the array of 15 elements. Display also the inputted integers in the array. Given the sample layout w/ test data below: Sample input/output: Enter 15 integers in the array: Num[0): 10 Num(1]: -5 Num[2): 15 Num[3): 20 Num[4]: Num(5): 9 Num(6): -3 Num[7]: 25 Num[8]: 30 Num[9]:-18 Num[10]:-10 Num[11]: 7 Num[12]: 18 Num[13]: 1 Num[14]: 9 Inputted elements in the ARRAY are: Num(0): 10 Num[1]: -5 Num[2]: 15 Num[3]: 20 Num[4]: 2 Num[5): 9 Num[6]: -3 Num[7]: 25 Num[8]: 30 Num[9]:-18 Num[10]:-10 Num[11]: 7 Num[12]: 18 Num[13]: 1 Num[14]: 9
- ! This code create the one dimension array (B) contains the positive value of two dimension array A(4,3). 1-....... 2-.... 3-.... 4-.. 5-... 6-... End If Next 1-K-0 2-For I = 1 To 4 3-For J=1 To O 34-lf A(1,J) mod 2 = 0 Then 5-k = k + 1 6-B(K) = A(I,J) 1-K-0 2-For I = 1 To 4 3-For J=1 To O3 4-lf A(1,J) > 0 Then 5-k = k + 1 6- B(K) = A(I,J) 1-K-0 2-For I = 1 To 3 3-For J=1 To O 44-lf A(1,J) > 0 Then 5-k = k + 1 6- B(K) = A(I,J) 1-K-0 2-For I = 1 To 4 3-For J=1 To 3 4-lf A(1,J): > 0 Then 5-k = k + 1 6- A(I,J) =B(K) 1-K-1 2-For I = 1 To 4 3-For J=1 ToComplete this code to swap the first and last element of the given array. Do nothing if the array is empty.1. initialise a variable named max and set its value equal to first item of array. 2. start a for loop to iterate through every element of marks array. 3. check if item> max. 4. if 4 is true: set max = item, else continue 5. after the loop will finish, max variable will have maximum marks
- void changeAll(int x[]) { x[0] = x[0] + 5; return; The first element in an array would be increased by 5 The array would be the same because it was passed by value x would be increased by 5 All the elements in the passed array would be incremented by 5se for loops on the above 2D array to: •Find how many ZEROsand how many negative numbersare in the matrixand display results*HELP: declare a variable “count_zero= 0and count_neg=0” and increment the count each time you findzero and negativeif you have array with this element S= [0 11 1 100 1], write the declaration of its and find the value and position of S( 3 to 6)