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- Evaluate the following matrix operation. 1. Find the sum of A and B given: a - [: ] %3D C d d. B = f g1) Expand the given function in a Fourier series f (x) = x(2 – x), 0For a matrix A, if a matrix B is obtained by changing its rows into columns and column into rows, then relation between A and B is: * A^T = B A^2 = B Depends on the matrixThe variable t after these commands t = (16:-4:1).^2 will be 4 element vector O 4*4 matrix O none of the given matlab will print an error message O O a scalar OSubmit your final answer here then submit your solutions (.pdf and.xlsx) in the solution bin. Integrate the equation below using Four-Point Gauss Quadrature between limitsx=0 to x = 3 3D3 and y = 0 to y = 2.5. Hint: this is a double a integration. Integrate first with respect to one variable to convert the double integration into a single integration with one variable. f(x,y) = 7x + 4y 8 + 5x5 – 2y +5xyWhich command in MATLAB performs ?matrix operation on elements a' O a^3 O a. *b O a_4 OSEE MORE QUESTIONS