
What is Raoult’s law? What are its applications?
Answer
572.1k+ views
Hint:
As we know that the solute can be solid, liquid or gas. If we take liquid as solute and liquid as a solvent, then the solutions which we get have different properties than the original properties of solute and solvent. If we take solid as a solute and solvent then the solution which is made has different properties.
Complete step by step solution
Vapour pressure of a solution is the pressure which is exerted by the vapours of solution in equilibrium (rate of evaporation is equal to rate of condensation) at a particular temperature.
According to Raoult’s law, in a solution the vapour pressure of a component at a given temperature is equal to the mole of fraction of that component in the solution multiplied by the vapour pressure of that component in the pure component.
Let us consider a mixture of two completely miscible volatile (easily vaporized) liquids \[A\] and \[B\], having the mole fraction \[{x_A}\] and \[{x_B}\]. Suppose at a certain temperature their partial pressure are \[{p_A}\] and \[{p_B}\] and the vapour pressure in the pure state be \[{p^0}_A\] and \[{p^0}_B\] then according to Raoult's Law:
\[{p_A} = {x_A}{p^0}_A\] and \[{p_B} = {x_B}{p^0}_B\]
Raoult’s law is applicable as:
To measure the lowering of vapour pressure for non-volatile solute.
To measure the strength of bonding of liquids.
Note:
The solution which obeys Raoult’s law is known as the ideal solution (no change in volume on mixing and no change in enthalpy).
As we know that the solute can be solid, liquid or gas. If we take liquid as solute and liquid as a solvent, then the solutions which we get have different properties than the original properties of solute and solvent. If we take solid as a solute and solvent then the solution which is made has different properties.
Complete step by step solution
Vapour pressure of a solution is the pressure which is exerted by the vapours of solution in equilibrium (rate of evaporation is equal to rate of condensation) at a particular temperature.
According to Raoult’s law, in a solution the vapour pressure of a component at a given temperature is equal to the mole of fraction of that component in the solution multiplied by the vapour pressure of that component in the pure component.
Let us consider a mixture of two completely miscible volatile (easily vaporized) liquids \[A\] and \[B\], having the mole fraction \[{x_A}\] and \[{x_B}\]. Suppose at a certain temperature their partial pressure are \[{p_A}\] and \[{p_B}\] and the vapour pressure in the pure state be \[{p^0}_A\] and \[{p^0}_B\] then according to Raoult's Law:
\[{p_A} = {x_A}{p^0}_A\] and \[{p_B} = {x_B}{p^0}_B\]
Raoult’s law is applicable as:
To measure the lowering of vapour pressure for non-volatile solute.
To measure the strength of bonding of liquids.
Note:
The solution which obeys Raoult’s law is known as the ideal solution (no change in volume on mixing and no change in enthalpy).
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