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- Create a MATLAB function file that solves matrices with the followingminimum specifications:a. Create a 4 x 4 vector C (range of vector numbers should be multiples of 3)b. Find the sums of columns 1 and 2 of Cc. Find a version of C with rows 2 and 4d. Display the fourth column of transpose CPlease answer in C++ Create a 2D matrix of dimensions 6 X 5. Take the input from the user to fill this matrix. Find and display the highest value in each column of the matrix.4. Look up the Pythagorean theorem if you are not already familiar with it. Use the following formula to solve for c in the formula: c = √a2 + b2. Use the proper functions from the cmath header file. Be sure to output the result..
- Create a definition for magnetic disk.126. In geosynchronous orbit, satellite a. moves simultaneously b. remains in a fixed position related to points on earth c. remains in a fixed position so that as earth rotates, it can fully cover the earth d. moves faster than the earth's rotation so that it can cover larger portion of earth13. Find the Laplace transform of the function t*e-2tcos(3t) using MATLAB and print it in the command window.
- Fill in the blank question: Q. Abbreviation of DAT in computer storage is_____________.Please answer and show all steps.Consider the matrix A=[3 −8 −7 5 −9 7 −15 22 −13 6] a) Copy positive numbers into B b) Copy negative numbers into C c) Find the locations in A where the numbers are between −10 and 10 inclusively Please use matlab
- numerical analysis question/Answer according to the system of linear equations given in the picture: Write it in the form of a matrix with [A ⋮ B] additions. Solve the system of linear equations with the Gaussian elimination method by applying elementary row operations to the [A ⋮ B] addition matrix and showing them one by one at each step.Q- using MATLAB make a code , take a vector have 12 point "N=12 ,M=4, L=3", then convert to function that take N,M parameters and return ,X " DFT" using Divide and Conquer Approach . -store the signal row wise , compute the L-point DFT at each column , multiply the resulting array by the factor W^pm , compute the M-point of each row , read resulting array column -wise . .Required part 5,6,7