Using (a) the ideal gas law and (b) the van der Waals equation, calculate the pressure exerted by 44.83 g of methane In a 3.872-L vessel at 22.00 °C. For methane, a = 2.253 atm L2 mol? and b 4.278x102 L mol. Ideal gas law: atm Van der Waals: atm Do attractive or repulsive forces dominate?

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Using (a) the ideal gas law and (b) the van der Waals equation, calculate the pressure exerted by 44.83 g of metha
In a 3.872-L vessel at 22.00 °C.
For methane, a = 2.253 atm L2 mol2 and b = 4.278x10 2 L mol.
Ideal gas law:
atm
Van der Waals:
atm
Do attractive or repulsive forces dominate?
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Transcribed Image Text:Using (a) the ideal gas law and (b) the van der Waals equation, calculate the pressure exerted by 44.83 g of metha In a 3.872-L vessel at 22.00 °C. For methane, a = 2.253 atm L2 mol2 and b = 4.278x10 2 L mol. Ideal gas law: atm Van der Waals: atm Do attractive or repulsive forces dominate? Retry tintire Group more group attermpts remaining Submit Answer
Two 1-L beakers, A and B, each containing a different aqueous solution of maltose (a nonvolatile sugar with MW =
342.30 g/mol) are placed together in a box, which is then sealed. The temperature remalns constant at 20 °C. Initially,
there is 760 mL of solution in A and 130 mL of solution in B. As the solutions stand in the sealed box, their volumes
change slowly for a whlle. When they stop changing, beaker A contalns 470 ml and beaker B contains 420 mL. It is
then determined that the solution in A is 0.530 M in maltose and has a density of 1.07 g mL!.
(a) What is the molar concentration of maltose in the solution in beaker B at the end?
M.
(b) Calculate the concentration of maltose in the solution in A at the start.
M.
M.
(c) Calculate the concentration of the maltose in the solution in B at the start.
(d) The vapor pressure of pure water at 20 °C is 17.5 torr.
What is the pressure of water vapor in the box at the end, after the volumes have stopped changing?
tor
Submit Answer
Retry Entire Group
9 more group attempts remaining
Transcribed Image Text:Two 1-L beakers, A and B, each containing a different aqueous solution of maltose (a nonvolatile sugar with MW = 342.30 g/mol) are placed together in a box, which is then sealed. The temperature remalns constant at 20 °C. Initially, there is 760 mL of solution in A and 130 mL of solution in B. As the solutions stand in the sealed box, their volumes change slowly for a whlle. When they stop changing, beaker A contalns 470 ml and beaker B contains 420 mL. It is then determined that the solution in A is 0.530 M in maltose and has a density of 1.07 g mL!. (a) What is the molar concentration of maltose in the solution in beaker B at the end? M. (b) Calculate the concentration of maltose in the solution in A at the start. M. M. (c) Calculate the concentration of the maltose in the solution in B at the start. (d) The vapor pressure of pure water at 20 °C is 17.5 torr. What is the pressure of water vapor in the box at the end, after the volumes have stopped changing? tor Submit Answer Retry Entire Group 9 more group attempts remaining
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