In a Homogeneous mixture of A (Molar mass = 10) and B (Molar mass = 20), calculate the molality of solution if mole fraction of B is 0.6
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Xb = 0.6
A = 10
B = 20
m = ?
we know that
Xa + Xb =1
Xa = 1 - 0.6 = 0.94
m = xb /xa *1000/Ma
= 0.6/0.94 * 1000/10
= 63.8
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Given: Molar mass of A, M₁ = 10 g/mol
Molar mass of B, M₂ = 20 g/mol
Mole fraction of B, X₂ = 0.6
To Find: Molality of solution, m.
Solution:
To calculate m, the formula used:
- m = (X₂ x 1000) / X₁ x M₂
- here, X₁ is the mole fraction of A, which can be written as 1 - X₂
- ∴ m = (X₂ x 1000) / (1 - X₂) x M₂
Applying the above formula:
m = (0.6 x 1000) / (1 - 0.6) x 20
= 6 x 100 / (1-0.6) x 20
= 3 x 10 / (1-0.6)
= 30 / 0.4
= 30 x10 / 4
= 300 / 4
= 75
Molality = 75m
Hence the molality of the solution is 75 molal.
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