Match List-I with List-II
|
List-I Components of binary solution |
List-II Deviation from Raoult's Law |
|
(A) Ethanol and water |
(I) Positive |
|
(B) Chloroform and acetone |
(II) No deviation |
|
(C) n-Hexane and n-heptane |
(III) Negative |
|
(D) Carbon disulphide and acetone |
(IV) Large positive |
Choose the correct answer from the options given below:
Answer & explanation
Correct answer: option 2
The correct answer is Option (2) → (A)-(IV), (B)-(III), (C)-(II), (D)-(I)
|
List-I Components of binary solution |
List-II Deviation from Raoult's Law |
|
(A) Ethanol and water |
(IV) Large positive |
|
(B) Chloroform and acetone |
(III) Negative |
|
(C) n-Hexane and n-heptane |
(II) No deviation |
|
(D) Carbon disulphide and acetone |
(I) Positive |
(A)-(IV) Pure ethanol forms strong $\text{H}$-bonds. When water is added, the original $\text{H}$-bonds in ethanol are broken, and new $\text{H}$-bonds between ethanol and water are weaker than the original ones. This leads to large positive deviation.
(B)-(III) In the mixture, new, strong intermolecular $\text{H}$-bonds form between the $\text{H}$ of chloroform ($\text{CHCl}_3$) and the $\text{O}$ of acetone ($\text{CH}_3\text{COCH}_3$). This increased attraction lowers the escaping tendency of molecules, causing a negative deviation.
(C)-(II)These two are non-polar organic liquids with very similar molecular size and weak Van der Waals forces. The $\text{A-A}$ and $\text{B-B}$ interactions are nearly identical to the $\text{A-B}$ interactions. This forms an ideal solution with no deviation.
(D)-(I)Both components have weak intermolecular forces. When mixed, the new $\text{A-B}$ interactions are weaker than the strong dipole-dipole interactions in pure acetone. This makes molecules escape more easily, resulting in a positive deviation.