Jordan recently opened a salad shop on campus and asked you for some help in setting up a balsamic vinaigrette dressing dispenser. He has constructed a storage tank equipped with a gate valve for customers to drench their salads in balsamic vinegar as they see fit. Jordan has already ordered the new storage tank and is now worried that the balsamic vinaigrette may flow out too fast. Assume the storage tank has a fully open gate valve. Calculate volumetric flow rate, Q (in cm^3/s) for the balsamic vinegar flowing out. Typically, if your Q_new value is within 10 percent of your Q_guessed or Q_old value, it falls within the acceptable range. For this problem, perform ONLY three iterations. For your first iteration assume a Reynolds number of 6000 and the piping is smooth. See the figure and givens below. The height difference between the end of the valve and the top of the liquid in the tank, h = 2.05 m, D = 2.63 mm, L = 3.58 m, rho_h (density) = 1302.2 kg/m^3, u_h (viscosity) = 0.084 Pats