Earlier in this course, you have learnt to calculate the van Der Waals equations of state (EOS) in the scalar form. Now we are going to examine two different ways to compute this set of equations. As a revision, you may recall that equations may be solved using (1) the vector approach and (2) the FOR loop. Start with the following code, which solve the van Der Waals equation using the vector approach. % Azir Asid, 11166.202110 clear ; clc R = 9.91 ; T = 210.0 ; Tc = [208.65, 202.8, 203.27, 203.88, 209.27] ; Pc = [5.46, 7.76, 3.06, 2.94, 3.36] ; Vm = [1590.0, 1240.0, 1880.0, 1550.0, 1430.0] ; % NOTE: the dots in the equation assignments for a, b, and p below. a = 27 * (R * Tc) .^ 2 ./ (64 * Pc) ; b = (R * Tc) ./ (8 * Pc) ; P = ((R * T) ./ (Vm - b)) - a ./ (Vm .^ 2) ; % the answer will be a vector answer instead of a scalar P Recall that the van Der Waals equations are defined as: