(1)At the condition of azeotrope the composition of components are equal in both liquid and vapor phase. So x1=y1 and x2 = y2
(2) for the case of azeotrope the composition of one side is x1>y1 and y1 > x1 on other side.
(3) a maximum pressure azeotrope always exhibit a minimum temperature azeotropeat a fixed pressure.
Here all the statements are satisfied the maximum pressure azeotropic condition . So the correct option is "all of the above".
When a non-ideal mixture exhibits a maximum pressure azeotrope at a fixed T: x1 = y1...
Binary mixture at vapor-liquid equilibrium at constant temperature has total pressure P=1.57 bar at x1=0.3. The vapor pressures of pure components are P1=2.06 bar and P2=1.13 bar, respectively. Assume that the vapor phase is ideal and the liquid phase non-ideality can be described by 1-parameter Margules equation . Calculate the total pressure and the vapor composition for this mixture at x1=0.6 at the same temperature
Consider a binary mixture of benzene and toluene that forms an ideal solution at 313 K. At this temperature, the vapor pressure above pure benzene is 180 torr and the vapor pressure above pure toluene is 60 torr. For a solution with a composition of x b e n z e n e = 0.2 , what is the partial pressure of toluene ( P t o l u e n e )? Group of answer choices 12 torr 36...