Solve using MATLAB

We will generate a 1-unit square centered at the origin (0,0), i.e. with an upper right corner at (0.5, 0.5) .Create a matrix of coordinates (XY) on 2D, with x coordinates on the first row, y coordinates on the second row. .Using XY matrix, define separate x and y row matrices o o Do this once with for-loops, position-by-position (Also use the faster way MATLAB allows.) Plot the square in a plot. This square should be blue. Use axis equal to make x and y scales the same. Using "hold on"', plot the same square, only rotated by 30 clockwise. You should use a rotation matrix and matrix multiplication to generate this plot. This square should be black. . . Now plot the square in the same plot, rotated by 20 counterclockwise and scaled by 2. This Now plot a square the size and orientation as the original, but shifted so that it is centered square should be red. about (1,0.5). This square should be magenta. Label the x-and y-axes as x" and "y" and give the figure a title