The vapour pressure of pure benzene at 25∘C is 639.7mm of mercury and the vapour pressure of a solution of a solute in benzene at the same temperature is 631.9mm of mercury.Calculate the molality of the solution.
Answers
Answered by
65
Here given in the question :-
The pressure of benzene, p = 639.7 and pₓ = 631.9
Assume that the n amount moles dissolved in 1000 gm of Benzene .
Since we know the molar mass of benzene (C₆H₆) = 78
The number of moles of Solvent.
N = 1000/78 = 12.82
Therefore applying the formula .
(639.7 -631.9) / 639.7 = n/12.82
7.8/639.7 = n/12.82
n = (7.8 × 12.82) / 639.7
n = 99.99/ 639.7
n = 0.156
Hope it Helps . :-)
The pressure of benzene, p = 639.7 and pₓ = 631.9
Assume that the n amount moles dissolved in 1000 gm of Benzene .
Since we know the molar mass of benzene (C₆H₆) = 78
The number of moles of Solvent.
N = 1000/78 = 12.82
Therefore applying the formula .
(639.7 -631.9) / 639.7 = n/12.82
7.8/639.7 = n/12.82
n = (7.8 × 12.82) / 639.7
n = 99.99/ 639.7
n = 0.156
Hope it Helps . :-)
Answered by
2
p = 639.7 and pₓ = 631.9
Assume that the n amount moles dissolved in 1000 gm of Benzene .
Since we know the molar mass of benzene (C₆H₆) = 78
The number of moles of Solvent.
N = 1000/78 = 12.82
Therefore applying the formula .
(p - p_{x} ) /p = n/N(p−p
x
)/p=n/N
(639.7 -631.9) / 639.7 = n/12.82
7.8/639.7 = n/12.82
n = (7.8 × 12.82) / 639.7
n = 99.99/ 639.7
n = 0.156
Similar questions
English,
7 months ago
India Languages,
7 months ago
Hindi,
1 year ago
Biology,
1 year ago
Math,
1 year ago