Write a program in C++ which takes two 4 x 4 matrices as input from the user and displays the matrices in tabular form. Then ask user to make a choice: 1. Press 1 for matrix addition 2. Press 2 for matrix subtraction 3. Press 3 for matrix multiplication
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A: Matrix Multiplication
Q: Write a C program that reads two matrices of integers. It then generates the sum and difference of…
A: Answer :
Write a
1. Press 1 for matrix addition
2. Press 2 for matrix subtraction
3. Press 3 for matrix multiplication
4. Press 4 for matrix transpose
Use 2D arrays to save matrix values and use functions to perform addition, subtraction, multiplication and transpose.
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- Write a program in C++ which takes two 4 x 4 matrices as input from the user and displays the matrices in tabular form. Then ask user to make a choice: 1. Press 1 for matrix addition 2. Press 2 for matrix subtraction 3. Press 3 for matrix multiplication 4. Press 4 for matrix transpose Use 2D arrays to save matrix values and use functions to perform addition, subtraction, multiplication and transpose.Write a program in C++ which takes two 4 x 4 matrices as input from the user and displays the matrices in tabular form. Then ask user to make a choice: 1. Press 1 for matrix addition 2. Press 2 for matrix subtraction 3. Press 3 for matrix multiplication 4. Press 4 for matrix transpose Use 2D arrays to save matrix values and use functions to perform addition, subtraction, multiplication and transpose. Note : it's already available on internet more than 2 website .try to do yourself it should be different from others code on Internet. Try to avoid the plagiarism.Write a program in C++ which takes two 4 x 4 matrices as input from the user and displays the matrices in tabular form. Then ask user to make a choice:1. Press 1 for matrix addition2. Press 2 for matrix subtraction3. Press 3 for matrix multiplication4. Press 4 for matrix transposeUse 2D arrays to save matrix values and use functions to perform addition, subtraction, multiplication and transpose. Refer below examples to understand the concept of matrix operations.
- Write a program in C++ which takes two 4 x 4 matrices as input from the user and displaysthe matrices in tabular form. Then ask user to make a choice:1. Press 1 for matrix addition2. Press 2 for matrix subtraction3. Press 3 for matrix multiplication4. Press 4 for matrix transposeUse 2D arrays to save matrix values and use functions to perform addition, subtraction,multiplication and transpose. Refer below examples to understand the concept of matrixoperations.Write a C++ program that must ask the user to enter the number of rows andnumber of columns in the array, where each of these values must be less than 10, and then take input in the array and show in a matrix form. Sample Run: Input: 1 2 3 4 5 6 7 8 9 Output: 1 2 3 4 5 6 7 8 9Write a program in C++ to find the transpose of a 3x3 matrix input by the user, store it in another array and display it. instructions: 1.avoid void function in the program. 2. use int function. 3. avoid copy-pasting and plagiarism 4. write a self-written code 5. give comments with each step. 6. write code with easy and basic steps as I am just a student.
- Write a C++ program that must ask the user to enter the number of rows andnumber of columns in the array, where each of these values must be less than 10, and then take input in the array and show in a matrix form. Also find the trace of the matrix. Trace is the sum of elements in the main diagonal. Sample Run: Input: 1 2 3 4 5 6 7 8 9 Output: Matrix: 1 2 3 4 5 6 7 8 9 Trace: 15Write a code that would be able to perform matrix operations of variable size depending on user to input operations should include matrix addition,multiplication,and transpose. If the user wishesh to perform a transpose operation the program should accept a single matrix only. In python.Write a C++ program that reads a square matrix with sixteen elements, then perform the following menu depending on your entry: 1. Sum of secondary diagonal elements. 2. Set the upper triangle elements to one. 3. Multiply the array elements.
- Q2: In this question, you will write a Python function to compute the Hadamard product of two matrices. The Hadamard product is the "component-wise" product of two matrices. That is, each entry of the product matrix is equal to the product of its corresponding entries of the input matrices. Here is an example: a11 a12 a21 a22 a23 a31 a13 SH a32 033 A b11 b12 b13 b21 b22 b23 b31 b32 b33. B = [an bu a21 b21 a31 b31 a12 b12 a22 b22 a32 b32 a13 b13 a23 b23 a33 b33. Hadamard product of A and B Write a Python function to compute the Hadamard product of two matrices as follows. a) The inputs to the function are two matrices. b) The function should check whether the two matrices have the same size. If not, it should print "The input matrices are not of the same size". c) If two matrices are of the same size, the function computes the Hadamard product and returns the answer. Use for loops to compute the Hadamard product.Solving system of linear equations with two variables using Cramer’s rule. In mathematics, the coefficients of linear equations are represented in the form of matrices. You’re required to automate all these steps by writing a program in C++ using two-dimensional arrays where required. Ask user to enter elements for coefficient matrix D and constant column C. Once the D and C are populated you should perform all steps above and display the values for x and y to the user. Note that in the case of a singular matrix, display a message for the system of equations can’t be solved.Rubrics:• The elements of coefficient matrix and constant column must be taken dynamically• Use of single structure of nested loop to find both x and y matrix• Use of single structure of nested loop to find the determinant of both x and y matrixWrite a function that sums all the numbers of the major diagonal in an nxn matrix of integers using the following header:def sumMajorDiagonal(m):The major diagonal is the diagonal that runs from the top left corner to the bottom right corner in the square matrix. Write a test program that reads a 4x4 matrix and displays the sum of all its elements on the major diagonal.