This program inputs ten integers into an array (a) and then create a new array (b) that represent reverse order of array (a).
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- This program inputs ten integers into an array (a) and then create a new array (b) that represent reverse order of array (a). For i = 1 To 10 1-. Next 2-. 3-. Next 1-a(i) = InputBox("a") 2-For i = 10 To 1 Step 1 3-b(i) = a(11 - i) 1-a(i)= InputBox("a") 2-For i = 10 To 1 Step -1 3-b(i) = a(11 - i) 1-a(i) = InputBox("a") 2-For i = 10 To 1 Step -1 3-b(i) = a(11+i) 1-a(i) = InputBox("a") 2-For i = 10 To 1 Step -1 3-b(i)= a(10 - i) 1-b(i)= InputBox("b") 2-For i = 10 To 1 Step -1 3-b(i) = a(11 - i) 1-a(i) = InputBox("a") 2-For i = 10 To 1 Step -1 3-b(i) = a(i-11) S 00 00This code calculate the SUM of elements in each column of array T(5,3) and stored in array K(3). For I = 1 To 5 For J = 1 To 3 T(I, J) = InputBox("T") Next J, I 1.... 2-... 3-.... Sum = Sum + T(I, J) 4-... 5.... Next JMulti Dimensional Arrays in C Program Ask the user for the number of rows and columns of a two-dimensional array and then its integer elements. Then, ask the user for another integer value which represents a boogeyman. A boogeyman is a value that we intend to find from a given array. Find and output the coordinates of the boogeyman by this format: "BOOGEYMAN LOCATED AT ROW {row_number}, COLUMN {column_number}!" Input 1. One line containing an integer for the number of rows 2. One line containing an integer for the number of columns 3. Multiple lines containing at least one integer each line for the elements of the array Sample 1 4 2 3 9 1 2 3 4 2 1 1 9 2 8 3 4. One line containing an integer for the boogeyman's value Output Print the row of the position first and then the column of the position. Note that the row and the column is 0-based (i.e. it starts at 0 and not at 1). It is guaranteed that the boogeyman exists and only once in the 2D array. Enter# of rows: 4 Enter…
- A lottery ticket buyer purchases ten tickets a week, always playing the same ten five-digit "lucky" combinations. Write a program that initializes an array with these numbers and then lets the player enter this week's winning five-digit number. The program should perform a linear search through the list of the player's numbers and report whether or not one of the tickets is a winner this week. Here are the numbers: 13579 26791 26792 33445 55555 62483 77777 79422 85647 93121This code calculate the SUM of elements in each column of array T(5,3) and stored in array K(3). For I = 1 To 5 For J = 1 To 3 T(I, J) = InputBox("T") Next J, I 1-............ 2-... 3-..... Sum Sum + T(I, J) - 4-.. 5-....... Next J 1-For I = 1 To 3 2-Sum = 0 3-For J= 1 To 54- Next I 5-K(J) = Sum 1-For J = 1 To 3 2-Sum = 0 3-For I = 1 To 54- Next I 5-K(J) = Sum 1-For J = 1 To 5 2-Sum = 0 3-For I = 1 To 3 4- Next I 5-K(J) = Sum 1-For J = 1 To 3 2-Sum = 0 3-For 1 = 1 To 54- Next I 5-K(1) = Sum 1-Sum 02-For J = 1 To 3 3-For I = 1 To 54- K(J) = Sum 5-Next IThis code calculate the SUM of elements in each column of array T(5,3) and stored in array K(3). For I=1 To 5 For J=1 To 3 T(I, J) = InputBox("T") Next J, I 1-........ 2-... 3-..... Sum Sum+T(I, J) 4-.. 5-.... Next J 1-For J=1 To 3 2-Sum = 0 3-For I = 1 To 5 4-Next I 5-K(1) = Sum 1-For J = 1 To 3 2-Sum = 0 3-For 1 = 1 To 5 4-Next I 5-K(J) = Sum 1-For J = 1 To 5 2-Sum= 0 3-For I = 1 To 3 4-Next I 5-K(J) = Sum 1-Sum = 0 2-For J = 1 To 3 3-For I = 1 To 5 4-K(J) = Sum 5-Next I 1-For I = 1 To 3 2-Sum = 0 3-For J= 1 To 5 4-Next I 5-K(J) = Sum
- This code calculate the SUM of elements in each column of array T(5,3) and stored in array K(3). For I = 1 To 5 For J= 1 To 3 T(I, J) = InputBox("T") Next J, I 1-.. .. 2-.. 3-.... Sum = Sum + T(I, J) 4-.... 5-..... Next J 1-Sum = 0 2-For J = 1 To 3 3-For | = 1 To 5 4-K(J) = Sum 5-Next I %3D 1-For J = 1 To 5 2-Sum = 0 3-For I = 1 To 3 4-Next I 5-K(J) = Sum 1-For J = 1 To 3 2-Sum = 0 3-For I = 1 To 5 4-Next I 5-K(I) = Sum 1-For I = 1 To 3 2-Sum = 0 3-For J= 1 To 5 4- Next I 5-K(J) = Sum 1-For J = 1 To 3 2-Sum = 0 3-For I = 1 To 5 4-Next I 5-K(J) = SumA positive integer greater than 1 is said to be prime if it has no divisors other than 1 and itself. Write a program that asks the user to input an integer greater than 1, then display all of the prime numbers that less than or equal to the number entered. The program should work as follows: • Once the user has entered a number, the program should display an array with all of the integers from 2 up through the value entered. • The program should then use a loop to step through the array. The loop should pass each element to a method that displays the element whether it is prime number. Your result should look like, for example: Enter an integer greater than 1: 9 2, 3, 4, 5, 6, 7, 8, 9 2 is prime 3 is prime 4 is not prime 5 is prime 6 is not prime 7 is prime 8 is not prime 9 is not prime Using java programmingGenerate a 2-dimensional array of random letters from a through z. Let the program prompt you to enter the number of rows and columns. Your result should look like, for example: Enter number of row: 3 Enter number of row: 4 c g r u t r q o p k s w Using java programming
- A left rotation operation on an array of size n shifts each of the array's elements 1 unit to the left. Given an integer, d, rotate the array that many steps left and return the result. Example:d=2arr=[1,2,3,4,5] After 2 rotations, arr'=[3,4,5,1,2]. Function Description: Complete the rotateLeft function in the editor below. rotateLeft has the following parameters: 1. int d: the amount to rotate by 2. int arr[n]: the array to rotate Returns 1. int[n]: the rotated array Input Format: The first line contains two space-separated integers that denote n, the number of integers, and d, the number of left rotations to perform.The second line contains n space-separated integers that describe arr[]. Constraints: 1. 1<=n<=10^5 2. 1<=d<=n 3. 1<=a[i]<=10^6This program separates odd and even integers in separate arrays. For i = 1 To 10 al(i) = Next 1- For i = 1 To 10 2-. 3- j = j + 1 k = k + 1 1-j = 0: k = 0 2-lf a1 (i) Mod 2 = 0 Then 3- a2(j) = a1 (i) 4-a3(k)= a1 (i) 1-j = 1: k = 1 2-lf a1 (i) Mod 2 = 0 Then 3- a2(j) = a1 (i) 4-a3(k) = a1(i) 1-j = 1: k = 1 2-lf a1 (i) Mod 2 >< 0 Then 3- a2(j) = a1 (i) 4-a3(k) = a1 (i) 1-j = 1: k = 1 2-lf a1 (i) Mod 2 = 0 Then 3- a2 (i) = a1 (i) 4-a3(i) = a1(i) 1-j = 1: k = 1 2-lf a1 (i) Mod 2 = 0 Then 3- a2(k)= a1 (i) 4-a3(j) = a1(i) Else 4-. End If Next O O O O O visual Basic InputBox("")This code generate a 5-by-5 Array to display an array numbers showing that * each element in the main diagonal is equal to O For I = 1 To 5 For j = 1 To 5 1-..... 2-..... 3-.... 4-.... End If Next j Next I 1-lf I = j Then 2-A(I, j) = 0 3-Else 4-A(I, j) = InputBox(1) 1-If I j Then 2-A(I, j) = 0 3-Else 4-A(I1, j) = InputBox(1) %3D 1-lf A(I.j) = j Then 2-1, j = 0 3-Else 4-A(I, j) = InputBox(1) %3D