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Lowering in vapour pressure is determine...

Lowering in vapour pressure is determined by Ostwald and Walker dynamic methed. It is based on the prinicipal , that when air is allowed to pass through a solvent or solution, it takes up solventvapour with it to get itself saturated at that temperature
I and II are weighted separately before and after passing dry air. Loss in mass of each set, gives the lowing of vapour pressure. The temperature of air, the solution and the solvent is kept constant.
Loss in masss of solvent (`w_(II)`)will be proportional to :

A

`P^(@)-P`

B

`P - P^(@)`

C

`(P)/(P^(@))`

D

`P xx P^(@)`

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The correct Answer is:
a
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Lowering in vapour pressure is determined by Ostwald and Walker dynamic methed. It is based on the prinicipal , that when air is allowed to pass through a solvent or solution, it takes up solventvapour with it to get itself saturated at that temperature I and II are weighted separately before and after passing dry air. Loss in mass of each set, gives the lowing of vapour pressure. The temperature of air, the solution and the solvent is kept constant. Gain in mass of anhydrous CaCl_(2) is proportional to :

Lowering in vapour pressure is determined by Ostwald and Walker dynamic methed. It is based on the prinicipal , that when air is allowed to pass through a solvent or solution, it takes up solventvapour with it to get itself saturated at that temperature I and II are weighted separately before and after passing dry air. Loss in mass of each set, gives the lowing of vapour pressure. The temperature of air, the solution and the solvent is kept constant. (P^(@)-P)/(P^(@)) is equal to :

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Lowering in vapour pressure is highest for

Unit of lowering of vapour pressure is

What is relative lowering of vapour pressure ?

The relative lowering in vapour pressure is:

Maximum lowering of vapour pressure is observed in the case of :

The vapour pressure of a solution having solid as solute and liquid as solvent is:

Show that relative lowering of vapour pressure is a colligative property.