2. In the tank illustrated below, there are two inlets and one outlet, with volumetric flowrates F1, F2, and F3. The outlet flowrate (F3) is equal to ẞ(h) 0.5, where ẞis a constant and h is the fluid height. The total tank volume is V (tank diameter =D), and the initial liquid volume in the tank is Vi. The density in the inlet streams is p₁ and p2, and the density of the outlet stream is p3 (and these values are constant). The density of inlet stream 2 (p2) is twice the value of inlet stream 1. What is the correct expression for the height of fluid in the tank (h) at steady-state? You can assume that the tank is well-mixed and that the temperature is constant. (circle answer) F1, P1 F3, P3 F2, P2 a) h = b) h = [(F1+2F2) P1 βρα [2(F₁+F₂2) P1] d) h = [4(F1+F2-F3)P1 ПD²ẞ e) h = [4 (F₁+F2-F3) (P₁+P2)]² P3 B(P1+P2) [(F1+2F2)P2]² c) h = [+2 g) None of the above f) h = F3)P3' B(P1+P2)