solution in MATLAB

4 Consider a separation process in which a stream of water, ethanol, and methanol enters a process unit. Two streams leave the unit, each with varying amounts of the three components I Determine the mass flow rates into the system and out of the top and bottom of the separation unit. (a) First, set up material-balance equations for each of the three components: Water (0.5)(100)=0.2mtops+0.65mbottoms50=0.2mtops+0.65mbottoms100x=0.35mtops+0.25mbottoms0=100x+0.35mtop+0.25mbottoms Ethanol Methanol 100(10.5x)=0.45mtop+0.1mbottoms50=100x+0.45mtops+0.1mbottoms (b) Arrange the equations you found in part (a) into a matrix representation A=01001000.20.350.450.650.250.1B=50050 (c) Use MATLAB 0 to solve the linear system of three equations