You are supposed to construct a class named Matrix that shall contains private data member  matrix: integer type array of size 3 by 3; Define a constructor that should have default parameters that can set all elements to 0. Moreover, define a function called setMatrixValues(int matrixArray[3][3]) that can assign values of matrixArray (provided to the function in argument) to the matrix array (data member of the class Matrix) of the class. Along with it, define a function called displayMatrix() that can display all values of the matrix.

You are supposed to construct a class named Matrix that shall contains private data member  matrix: integer type array of size 3 by 3; Define a constructor that should have default parameters that can set all elements to 0. Moreover, define a function called setMatrixValues(int matrixArray[3][3]) that can assign values of matrixArray (provided to the function in argument) to the matrix array (data member of the class Matrix) of the class. Along with it, define a function called displayMatrix() that can display all values of the matrix.

C++ Programming: From Problem Analysis to Program Design

8th Edition

ISBN:9781337102087

Author:D. S. Malik

Publisher:D. S. Malik

Chapter10: Classes And Data Abstraction

Section: Chapter Questions

Problem 17PE

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: A designer in 3D graphics company wants to design a matrix as a two-dimensional array. The size of 2D array could be the last two digit of arid number. Initially he creates a class matrix that provides the member function to check that no array index is out of bounds. Make the member data in the matrix class a 10-by-10 array. A constructor should allow the programmer to specify the actual dimensions of the matrix (provided they’re less than 10 by 10). The member functions that access data in the matrix will now need two index numbers: one for each dimension of the array. Here’s what a fragment of a main() program that operates on such a class might look like: If my Arid Number is 20-Arid-254 then: // in case of zero consider next digit matrix m1(5, 4); // define a matrix object int temp = 12345; // define an int value m1.put(3, 4, temp); // insert value of temp into matrix at 3,4 temp = m1.get(3, 4); // obtain value from matrix at 3,4
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CODE MUST BE IN OCAML LANGUAGE! 1. Create a type slidingTile, consisting of a char matrix and two integers x and y. The integers x and y are the coordinates of an empty tile. 2. Create a function val slide : slidingTile -> int -> int -> slidingTile = that given a slidingTile and two integers, that represent a location in the matrix, it slides the tile from the specified location to the empty tile, then returns the altered slidingTile. If provided location is not adjacent to the empty tile, or out of bounds, then return the slidingTile unaltered. 3. Create a function val print_tile : slidingTile -> unit = that prints a slidingTile on screen with the corresponding characters from the matrix. However, print an empty space where the empty tile is instead # let a=...# print_tile a;;12345678# slide a 2 2;;# print_tile a;;12345678# slide a 3 2;;# print_tile a;;1234567 8# slide a 4 2;;# print_tile a;;1234567 8# slide a 2 2;;# print_tile a;;1234 6758
Please make me a c++ program for following question. Create a class called Matrix that represents a 3x3 matrix. This matrix contains a two-dimensional integer array of size 3x3. Provide the following member functions for this class: A no-argument constructor for initializing the matrix with 0 values. A one-argument constructor to initialize the member matrix to the matrix sent as an argument from the calling function. An AddMatrix function for addition of two matrices A MultiplyMatrix method for finding the product of the two matrices. An isEqual function for checking the equality of two matrices
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Exercise A: "Matrix Validity Test" For this exercise you will design and implement a function that takes one argument and returns single Boolean value indicating whether or not the argument is a "valid" matrix. The operationa definition for a "valid" matrix (for this activity) is a rectangular list of lists of numeric data elements so your function will need to test each of these three properties separately. In order to complete this task, you will need to: recognize that the two data types in Python that are actually numericore "int" and "float" read about Python's built-in "isinstance" function
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Create an expansion of the structure. MyVector is a new vector that has the sort technique. The following actions can be taken to implement this new class: 1. Define a new class called MyVector as an extension of the structure. vector type. With this class, you ought to provide a default function Object() { [native code] } that only calls super();. The structure will be forced by this. To be called is the vector function Object() { [native code] }. This will then initialise the Vector class's protected fields. 2. Create the sort method as a new Vector method. The declaration that follows should be included: Public void sort(Comparator c) / pre: c is an acceptable comparator / post: sorts this vector according to c's order This function actually sorts the data in MyVector using an object of the Comparator type. You are free to utilise any kind. 3. Create a programme that reads a data file containing many fields and, depending
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