Provide hand written calculations 10/min of Alcohol Solution a) b) with 10% of Alcohol concentration Tank B 41/min Tank A 500/ 1000/ 0% of Alcohol 90 % of Alcohol 14/min 10/min of Alcohol Solution The two tanks shown in the figure contain a mixture of water and alcohol. The total volume of the mixture (solution) of Tank A is VA 500 liter, and the volume of Tank B is VB = 1000 liter. The initial concentration of alcohol for Tank A is 0 % (pure water), while the initial concentration of alcohol for Tank B is 90%. There is an outlet for Tank A through which the solution is going out at the rate of Q3 14 liter/min. There are two outlets for Tank B and the solution is going out at the rate of Q = 4 liter/min through one outlet and at the rate of Q4 = 10 liter/min through the other outlet. There are two inlets for Tank A. A solution (mixture of water and alcohol) is coming in at the rate of Q = 10 liter/min with the concentration of co = 10 % through one inlet and solution is coming in at the rate of Q with the yet unknown concentration through one inlet. There is one inlet for Tank B through which a solution is coming from tank A in at the rate of Q3 with the yet unknown concentration. Determine the concentration of the alcohol of the solution (amount of pure alcohol / tank volume) in Tank A (c) and Tank B (c2) after t = 8 min using: Taylor series of 4th order, manual calculations, 2 steps Runge-Kuta of 4 th order, manual calculations, 2 steps