A weighed quantity of PCI5(s) is sealed in a 100.0-cm³ glass bulb to which a pressure gauge is attached. The bulb is heated to 250°C, and the gauge shows that the pressure in the bulb rises to 0.895 atm. At this temperature, the solid PCI, is all vaporized and also partially dissociated into Cl2(g) and PCI3(g) according to the equation PCI5(g) 2 PCI3(g) + Cl(g) At 250°C, K = 2.15 for this reaction. Assume that the contents of the bulb are at equilibrium and calculate the partial pressure of the three different chemical species in the vessel.

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A weighed quantity of PCI5(s) is sealed in a 100.0-cm³
glass bulb to which a pressure gauge is attached. The bulb
is heated to 250°C, and the gauge shows that the pressure
in the bulb rises to 0.895 atm. At this temperature, the
solid PCI, is all vaporized and also partially dissociated
into Cl2(g) and PCI3(g) according to the equation
PCI5(g) 2 PCI3(g) + Cl(g)
At 250°C, K = 2.15 for this reaction. Assume that the
contents of the bulb are at equilibrium and calculate the
partial pressure of the three different chemical species in
the vessel.
Transcribed Image Text:A weighed quantity of PCI5(s) is sealed in a 100.0-cm³ glass bulb to which a pressure gauge is attached. The bulb is heated to 250°C, and the gauge shows that the pressure in the bulb rises to 0.895 atm. At this temperature, the solid PCI, is all vaporized and also partially dissociated into Cl2(g) and PCI3(g) according to the equation PCI5(g) 2 PCI3(g) + Cl(g) At 250°C, K = 2.15 for this reaction. Assume that the contents of the bulb are at equilibrium and calculate the partial pressure of the three different chemical species in the vessel.
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