Home
Class 12
CHEMISTRY
A certain vessel X has water and nitroge...

A certain vessel `X` has water and nitrogen gas at a total pressure of 2 atm and `300 K`. All the contents of vessel and transferred to another vessel `Y` having half the capacity of the vessel `X`. The pressure of `N_(2)` in this vessel was 3.8 atm at `300 K`. The vessel `Y` is heated to `320 K` and the total pressure observed was 4.32 atm. Assume that the volume occupied by the gases in vessel is equal to the volume of the vessel. Calculate the following:
Pressure of water vapour at `320 K`.

A

`0.27`

B

`0.32`

C

`4.0`

D

`1.0`

Text Solution

Verified by Experts

The correct Answer is:
C
Total Pressure at `320 K =4.32` atm
`:.` Pressure of water vapour at `320 K =4.32-4.05`
=0.27 atm
Promotional Banner

Similar Questions

Explore conceptually related problems

A certain vessel X has water and nitrogen gas at a total pressure of 2 atm and 300 K . All the contents of vessel and transferred to another vessel Y having half the capacity of the vessel X . The pressure of N_(2) in this vessel was 3.8 atm at 300 K . The vessel Y is heated to 320 K and the total pressure observed was 4.32 atm. Assume that the volume occupied by the gases in vessel is equal to the volume of the vessel. Calculate the following: Pressure of H_(2)O in X at 300 K .

A certain vessel X has water and nitrogen gas at a total pressure of 2 atm and 300 K . All the contents of vessel and transferred to another vessel Y having half the capacity of the vessel X . The pressure of N_(2) in this vessel was 3.8 atm at 300 K . The vessel Y is heated to 320 K and the total pressure observed was 4.32 atm. Assume that the volume occupied by the gases in vessel is equal to the volume of the vessel. Calculate the following: Enthalpy of vapourization.

Vessels are absent in the xylem of

For a pressure at 1.2 atm, calculate the pressure head of water.

The tracheids differ from vessels in having-

The afferent and efferent vessels are

An open vessel at 37^(@)C is heated until 3//5 of the air in it has been expelled. Assuming that the volume of the vessel remains constant, the temperature to which the vessel is heated is