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- T/F 1. Only primitive forms may be returned by Java methods.Code thisc++ computer language what is the output of the following code segment? int main() { int myarray[]={-200, 33, 89, 50, 44}; sub(myarray, 5); for(int i =0; i<5; i++) cout<<myarray[i]<<" "; cout<<endl; system("pause"); return 0; }; void sub(int arr[], int z) { for(int i =0; i<z; i++) arr[i] = arr[i] - i; }
- Fibonacci write 4 function (Recursion version, Memoization version) (Iterative version, Tabulation version) and main function to test the 4 functions ,, by c++.Please help me with this using java Please comment each line of code and use recursionPlease use easy logic with proper indentations and comments for understanding!. Coding should be in C++. 3. Define a class which stores up to 10 integer values in an array. The class should also define the following 4 public methods: setNumber – accepts an integer value to store in the array. The value is stored in the next available element of the array (first call to the method stores the value in element 0 with the second call storing the value in element 1.) The method returns true if there is room in the array and the integer was successfully stored. Returns false otherwise. clear – removes all values from the array so that the array can be reused. displayNumbers – displays the values currently stored in the array. getStats – determines the largest, smallest, and average of the values currently stored in the array. These values are returned to the caller via reference parameters. All methods should produce correct results regardless of the order in which…
- Please help me with this using java and recursion. Please comment each of the code. amAs well as post an image of the program working 1) create a sierpenski triangle (Image 1) 2) create a sierpenski carpet (image 2)C++ A matrix is a rectangular array of numbers that is arranged in a two-dimensional table. Matrices have numerous applications in computer systems. Matrix structures are examined in computer memory, graphics, and cryptography. The Hill cipher, for example, makes use of matrix inversions to encrypt and decrypt data. The intent of this problem is to develop a C++ program that computes and displays the inversion of a 2 x 2 matrix. A matrix is said to have the dimensions m x n if it has m rows and n columns. A square matrix has the same number of rows as columns, and is therefore said to have m x m dimensions. Matrix M shown below is an example of a 2 x 2 matrix. The inverse of a square matrix, M-1, is defined by the equation M(M-1) = I, where I is called the identity matrix. I is a square matrix that is all zeros except for ones along the main diagonal from the upper left corner to the lower right corner. I for a 2 x 2 matrix is: Multiplying a square matrix by its inverse will always…PythonDesign a recursive function that accepts an integer argument, n, and prints the number 1 up through n.
