Solve with Matlab

You have chocolate sauce and milk in two separate beakers, each with a volume of 100 units. For the purposes of this problem, we will define the concentration of any liquid as the percentage of that liquid that is comprised of chocolate sauce. So pure milk has a value of 0, and pure chocolate sauce has a value of 1. So to start the problem, we could define variables C1 and C2, the concentrations of the two beakers, which begin with values of 1 and 0, We want to mix the two liquids until C1 is less than 0.501 In this mixing process, we do the following. First, we pour p units from beaker 2 into beaker 1. We assume that the liquids mix perfectly, and then we pour p units from beaker 1 back into beaker 2. This is one iteration of the mixing process. It ends with 100 units in both beakers, but now the concentrations of each have changed. For example, it p-50, then at the end of 1 iteration, C1-0.667, and C2-0.333, and it would take 7 iterations for C1 to be less than 0.501 Write a function called "mix" that uses a while loop to simulate this process. The function should have 3 outputs (number of iterations to complete the mixing, C1, C2) and one input (p). The function should also plot C1 and C2 versus iteration number, on the same plot, using different colors for the lines, labeling the axes, and using a legend. Your Function C Reset MATLAB Documentatio Code to call your function C Res