to divide all elements of the matrix B by 4 we write this code : >> B/4 False true
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- Write the C code that gives the 10x15 matrix transpose of random numbers between 0-100. for example ;Java Objective:Design and implement simple matrix manipulation techniques.Details:Your java program should use 2D arrays to implement simple matrix operations.Your program should do the following:• Read the number of rows and columns of a matrix M1 from the user. Use an input validation loop to make sure the values are greater than 0. • Read the elements of M1 in row major order• Print M1 to the console; make sure you format as a matirx• Repeat the previous steps for a second matrix M2• Create a matrix M3 that is the transpose of M1 and print it to the console• Check if M1 and M2 can be added (should have the same dimensions). If possible, add M1 and M2 and print the result to the console. Otherwise print an error message.• Multiply M1 and M2 if possible and print to the console. If the matrices cannot be multiplied, print an error message. Implementation requirements:• Use a helper method for reading a positive integer using an input validation loop.• Use a helper method for printing…Mat lab code: Create A(3,3) matrix of zeroes , and A(3,3) matrix of ones? display the results for each one ?
- Q3 // (A) Using nested for-loops to generate a matrix that has elements shown below (without typing the numbers explicitly): 12 8 4 0 -4 14 10 6 2 -2 16 12 8 4 0Matrix Addition• Write an addition function that accepts two 2D numpy arrays, andreturns the sum of the two (if they are the same size). This functionshould test that the arrays are the same size before performing theaddition. If the arrays are not the same size, the function shouldreturn -1. solve in pythonWrite a function that displays an n-by-n matrix using the following header: void printMatrix(int n)Each element is 0 or 1, which is generated randomly. Write a test program that prompts the user to enter n and displays an n-by-n matrix.
- Create a program for Matrix with the following requirements: 1. Allow the user to select what operation to perform like: finding eigenvalues and eigenvectors, sketching the Gershgorin circles, and diagonalization. 2. Allow the user to input any size of the matrices and their elements. 3. Display the matrix input and the result of the operation.* When the command (max) is applied to a two dimensional matrix it evaluates the maximum number of .all matrix elements True O False OComplete the function that adds 3 matrices together. The matrices will be numpy type and of the same dimension of 3 x 3. There are several ways to do this, any correct answer will be accepted. [ ] # add the matrices a,b,c together, these will have #been passed to the function # as standard numpy matrices. Rememeber if you #are unsure, just print the # elements to see how to access the matrix values. # there are several ways to do this, anyway #you do this is fine import numpy as np def add_matrices (a,b,c): # initiate the matrix based on the assumption #that the matrix is 3x3. matrix = np.zeros([3,3]) # YOUR CODE HERE return matrix ## Check your code below using print command ## Random matrices are created here for checking ##your function a = np.array([[3,2,1],[1,1,1],[1,1,1]]) b = C = np.array([[3,2,1], [2,2,2], [2,2,2]]) np.array([[3,3,3], [3,3,3], [3,3,3]])
- i. Creates a matrix using: B=rand (20) a-write a program to find all numbers less than or equal 0.5 and put them in a new matrix with dimension 20x10. you can extend with zeros to fill the matrix. b- Do same as point a for all numbers above 0.5. c- Count all the numbers less or equal 0.3 , the numbers between 0.3 and 0.7 and count the numbers more than or equal 0.7.Put the results in a new vector with dimension 3x1. d- Replace the numbers of between 0.7 and 0.9 with 1. e- Add all the elements column wise.Q3) Write a method that returns the determinant of a 3x3 matrix.Write a function that returns the sum of all the elements in a specified column in a matrix using the following header:def sumColumn(m, columnIndex): Write a test program that reads a 3x4 matrix and displays the sum of each column.