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NCERT Exemplar · Q23

Q.If two liquids A and B form minimum boiling azeotrope at some specific composition then _______________.

(i) A-B interactions are stronger than those between A-A or B-B.
(ii) vapour pressure of solution increases because more number of molecules of liquids A and B can escape from the solution.
(iii) vapour pressure of solution decreases because less number of molecules of only one of the liquids escape from the solution.
(iv) A-B interactions are weaker than those between A-A or B-B.
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A minimum-boiling azeotrope forms when A–B interactions are weaker than A–A or B–B interactions, causing positive deviation from Raoult's law and higher vapour pressure. The answer is (iv).


An azeotrope is a mixture that boils at a constant temperature and has the same composition in both liquid and vapour phases—you can't separate it further by simple distillation. The key to understanding why a minimum-boiling azeotrope forms lies in how the intermolecular forces between unlike molecules compare to those between like molecules.

Raoult's law tells us that for an ideal solution, the vapour pressure is simply the weighted average of the pure-component vapour pressures. But real solutions deviate when the A–B interactions differ in strength from the A–A and B–B interactions. This deviation directly affects the escaping tendency of molecules.

When A–B interactions are weaker than A–A or B–B, each component finds it easier to escape the solution than it would from its pure state. The molecules are less "held back" by their unlike neighbours. This leads to positive deviation from Raoult's law: the total vapour pressure of the mixture exceeds what you'd predict ideally.

A higher vapour pressure means a lower boiling point (since boiling occurs when vapour pressure equals atmospheric pressure). At some particular composition, this effect is maximized—the mixture boils at a temperature lower than either pure component. That's your minimum-boiling azeotrope.


Let's trace through the logic step by step:

  1. Identify the molecular-level cause.

    In a minimum-boiling azeotrope, the unlike interactions (A–B) are weaker than the like interactions (A–A and B–B). Molecules of A and B would rather escape into the vapour than stay surrounded by each other in the liquid.

  2. Connect to vapour pressure.

    Weaker A–B attractions mean both A and B molecules escape more readily. The solution exhibits positive deviation: its total vapour pressure Ptotal>PidealP_{\text{total}} > P_{\text{ideal}}, where

Pideal=xAPA∘+xBPB∘.P_{\text{ideal}} = x_A P_A^\circ + x_B P_B^\circ.

More molecules of both liquids enter the vapour phase than Raoult's law predicts.

  1. Relate vapour pressure to boiling point.

    Boiling occurs when Ptotal=PatmP_{\text{total}} = P_{\text{atm}}. A higher vapour pressure at a given temperature means the mixture reaches atmospheric pressure at a lower temperature—hence a minimum in the boiling-point curve.

  2. Evaluate the options. …

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