Programing C Just with #include Matrix Addition and Subtraction (Associatively) Write a program that performs matrices addition and subtraction. As shown in the example below, you have to ask the user for the number of rows and number of columns that both matrices should have (they both have to be the same size, that is why you only ask once). You will then ask the user for the values of each matrix. Then, you will print the values that the user inputted, the added values of both matrices, and the subtracted values (matrix 2 should be subtracted from matrix 1). In this challenge Guidelines/steps: • The number of rows and the number of columns should be global variables. • Once you get these two from the user, you should declare your two matrices in main. • Then, from main, you will call function aaa twice; first, you will send matrix 1 and populate it with values inputted by the user. You will call the function a second time, send matrix 2 and populate it. In other words, function aaa is the function that populates matrices. • Next, also from main (after calling function aaa), you will call function bbb twice. First, to send matrix 1 and print its values; then, to send matrix 2 and print its values. In other words, bbb is the function that prints the values of a matrix. • Afterwards, also in main, you will call function ccc. This function will receive both matrices. In here, your task will be to create a third (temporary) matrix with the same dimensions as the other two. You will use this matrix to hold the added values of the other two. Once the associative addition of all values is stored, you will call function bbb, and send the third (temporary) matrix to print the resulting added-values. Think of ccc as the function that adds matrices. Lastly, for the subtraction, you should do the same. Call function ddd in main. Send both matrices. Create a temporary matrix in ddd. Perform the subtraction (first matrix minus the second one). Send the resulting matrix to bbb. Function ddd will be the function that subtracts matrices. • None of the functions should return anything. How many rows will your matrices have? 3 How many columns will your matrices have? 2 Please input values of matrix 1: 1.1 -1.5 2.8 3.9 2.7 5.4 Please input values of matrix 2: -8.2 4.9 9.8 10.1 7.5 6.4 Values of matrix 1 are: 1.10 2.80 2.70 -1.50 3.90 5.40 Values of matrix 2 are: -8.20 9.80 4.90 10.10 7.50 6.40 Addition of both matrices results in: -7.10 12.60 10.20 3.40 14.00 11.80 If we subtract your second matrix from your first matrix, we get: 9.30 -6.40 -7.00 -4.80 -6.20 -1.00

Type the values in the array, in order beginning at index 0, that represents the row of the matrix for node 0. Be sure to type only the values, separated by spaces, not the array indices or any other characters.Type the values in the array, in order beginning at index 0, that represents the row of the matrix for node 1. Be sure to type only the values, separated by spaces, not the array indices or any other characters.Type the values in the array, in order beginning at index 0, that represents the row of the matrix for node 2. Be sure to type only the values, separated by spaces, not the array indices or any other characters.Type the values in the array, in order beginning at index 0, that represents the row of the matrix for node 3. Be sure to type only the values, separated by spaces, not the array indices or any other characters.Type the values in the array, in order beginning at index 0, that represents the row of the matrix for node 4. Be sure to type only the values, separated by...

#If you're not sure how to start, look at the swap_red_blue and blur#examples below. #Problem A: Invert Colorsdef invert(img_matrix): ''' Purpose: Inverts the colors in an image by setting each color component to 255 minus its original value. Input Parameter(s): A 3D matrix (list of lists of lists) representing an .bmp image Each element of the matrix represents one row of pixels in the image Each element of a row represents a single pixel in the image Each pixel is represented by a list of three numbers between 0 and 255 in the order [red, green, blue] Return Value: A 3D matrix of the same dimensions, with the colors of each pixel inverted ''' #TODO: Finish this function

Solve questions 2 - 4. Use python and numpy to solve the matrixes.

What does the following Matlab code do? a=[1 2; 2 1] 1.Multiplies 12 by 21 2.Creates a 1x2 matrix 3.Creates a 2x1 matrix 4.Creates a 2x2 matrix

Matlab A = [1 2;3 4;5 6 ] B = [7 8;9 10]Concatenate these matrices as the output matrix is 5 by 2.

Jupyter Notebook Python 1. Give examples to show at least two different ways to select a subset of columns from data frame data. 2. Give examples to show at least two different ways to select a subset of rows from data frame data.

Define, A = Find x. Hint: use numpy.linalg.inv and the @operator for matrix multiplication. 3 6 2 b = 10 5 2 1 7 5 Y = 3 Ax + b = Y N

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use mathlab easy code, like basic code no if, or return

Solving Equations Using Matrix Perform the following Matrix Operations for the predefined matrices. Given the System of equations: 2х + 4у—5z + Зw %3D — 33 Зх + 5у-2г + бw %3D —37 x- 2y + 4z – 2w = 25 Зх + 5у—3г + Зw %3D - 28 Write the systems as Ax = b, where A is the coefficient matrix and b is the vector for the constants. 1. Encode the Matrix A and the column vector b. 2. Solve for Determinant of A. 3. Find the Inverse of A. 4. Find the Eigenvalues of A. 5. Form the Reduced Row Echelon of A. 6. Find the number of rows and number of columns of Ab. 7. Find the sum of the columns of A. 8. In each of the columns of A, find the highest values and its indices. 9. Augment A with b; 10. Determine the Rank of Ab 11. Find blA 12. Form the Reduced Row Echelon of Ab. 13. Extract the Last Column of the Reduced Row Echelon Form of Ab. 14. Create a matrixA whose elements are the same as matrix A, but the first column is the column vector b. 15. Create a matrix A whose elements are the same as...