Calculate the vapour pressure of a solution containing 9g of glucose in 162g of water at 293K. The vapour pressure of water of 293K is 17.535mm Hg.
Text Solution
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For a solution of volatile liquids : .The partial vapour pressure of each component of the solution is directly. proportional to its móle fraction present in solution: For a solution of non-volatile solute : The relative lowering of vapour pressure of dilute solution containing a non-volatile solute is equal to the mole fraction of solute. Problem: Wt of glucose ` (omega )` = 9 gms, Wt of water (W) = 162 gms mole . wt of gulucose (m) = 180 , mole. wt of water (M) = 18 vapour pressure of water ` (rho^(@)) = 17.535` mm. Hg. Formula : ` ( p^(0) - p)/( p^(0)) = ( omega M)/( m W) ` ` ( 17 . 535 - p)/( 17 . 535) = (9 xx 18)/( 180 xx 162) ` ( or) ` 17.535 - p = (cancel(9) xx cancel (18) xx 1 . 7535)/( 180 xx cancel(162) _(cancel(18)))= (1.7535)/(18) = 0.0974 ` ` :. p = 17.535 - 0.0974 = 7 . 4376 ` m m. Hg
Calculate the vapour pressure of a solution containing 10gm of non-volatile solute in 80gm of ethanol of at 298K [The vapour pressure of pure ethanol at 298K is 22.45 mm and Molecular weight of solute is 120]
Knowledge Check
Vapour pressure in mm Hg of 0.1 mole of urea in 180 g of water at 25^(@)C is (The vapour pressure of water at 25^(@) C is 24 mm Hg)
A
2.376
B
20.76
C
23.76
D
24.76
6 g of urea is dissolved in 90g of boiling water. The vapour pressure of the solution is
A
744.8 mm
B
758 mm
C
761 mm
D
760 mm
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VGS PUBLICATION-BRILLIANT-MODEL PAPER -Section - B