Solutions
Benzoic acid undergoes dimerisation in benzene solution.The vant Hoff factor i is related to the degree of association '$$\alpha$$ ' of the acid as :
75.2 g of $$C_{6}H_{5}OH$$ (phenol) is dissolved in a solvent of $$K_{f}=14$$. If the depression in freezing point is 7 K then find the % of phenol that dimerises.
The equilibrium for the association of phenol is as shown.
$$2C_{6}H_{5}OH\leftrightharpoons (C_{6}H_{5}OH)_{2}$$
The molar mass of phenol is 94.11 g/mol
75.2 g of phenol corresponds to $$\dfrac {75.2}{94.11} = 0.8$$ moles
Let $$\alpha$$ be the degree of association
The vant Hoff's factor i is $$(\frac{2-\alpha }{2})$$
The depression in the freezing point $$=7=14\times 0.8 (\frac{2-\alpha }{2})$$
$$\alpha =0.75 = 75$$%
Benzoic acid undergoes dimerisation in benzene solution.The vant Hoff factor i is related to the degree of association '$$\alpha$$ ' of the acid as :
A solution of benzoic acid dissolved in benzene such that it undergoes molecular association and its molar mass approaches 244. Benzoic acid molecules will exist as :
Give reason for the following: When mercuric iodide is added to an aqueous solution of KI, the freezing point is raised.
A $$0.5\%$$ aqueous solution fo $$KCl$$ was found to freeze at $$272.76\ K$$. Calculate the van't Hoff factor and the degree of dissociation of $$KCl$$ at this concentration. $$K_{f}(H_{2}O)=1.86^{o}C\ m^{-1}$$.
If 0.1 M solution of NaCl has same osmotic pressure as 0.1 M solution of $$ CaCl_2 $$ the degree of dissociation of $$ CaCl_2 $$ will be
A quantity of 2 g of $$ C_6H_5COOH $$ dissolved in 25 g of benzene shows a depression in freezing point equal to 1.96 K. Molar depression constant for benzene is $$ 4.9 \ K. Kg. mol^{-1} .$$ What is the percentage association of acid if it forms double molecule (dimer ) in solution?
A quantity of 2.0 g of benzoic acid dissolved in 26.0 g of benzene shows a depression in freezing point equal to 1.60 K. Molal depression constant of benzene is 4.88 K-kg $$ mol^{-1} $$. The percentage association of the acid is
When $$9.45\ g$$ of $$ClCH_{2}COOH$$ is added to $$500\ mL$$ of water, its freezing point drops by $$0.5^{\circ}C$$. The dissociation constant of $$ClCH_{2} COOH$$ is $$x \times 10^{-3}$$. The value of $$x$$ is _________. (Rounded off to the nearest integer) $$[K_{f(H_{2}O)} = 1.86\ \text{kg mol}^{-1}] $$
Determine the pH value of $$0.001 M$$ acetic acid solution if it is $$2$$% ionised at this concentration. How can the degree of dissociation of this acetic acid solution be increased?