Advertisements
Advertisements
Question
Why is the value of van't Hoff factor for ethanoic acid in benzene close to 0.5?
Solution
In benzene, two molecules of ethanoic acid associate to form a dimer.
\[\ce{2CH3COOH <=> (CH3COOH2)}\]
Thus, the van't Hoff factor,
i = `"Number of solutes after dissociation or associations"/"Number of solutes before dissociation or associations"`
= `1/2`
= 0.5
APPEARS IN
RELATED QUESTIONS
Define van’t Hoff factor.
Calculate the amount of benzoic acid (C6H5COOH) required for preparing 250 mL of 0.15 M solution in methanol.
How van’t Hoff factor is related to the degree of dissociation?
How will you convert the following in not more than two steps:
Acetophenone to Benzoic acid
The Van't Hoff factor (i) for a dilute aqueous solution of the strong elecrolyte barium hydroxide is (NEET) ______.
Van’t Hoff factor i is given by the expression:
(i) i = `"Normal molar mass"/"Abnormal molar mass"`
(ii) i = `"Abnormal molar mass"/"Normal molar mass"`
(iii) i = `"Observed colligative property"/"Calculated colligative property"`
(iv) i = `"Calculated colligative property"/"Observed colligative property"`
Van't Hoff factor I is given by expression.
What is the expected each water van't Hoff factor for and K4[F4(CN6)] when it completely dissociated in waters.
When 9.45 g of ClCH2COOH is added to 500 mL of water, its freezing point drops by 0.5°C. The dissociation constant of ClCH2COOH is x × 10−3. The value of x is ______. (Rounded-off to the nearest integer)
[\[\ce{K_{f(H_2O)}}\] = 1.86 K kg mol−1]
Consider the reaction
\[\begin{bmatrix}\begin{array}{cc}
\phantom{.......}\ce{CH3}\\
\phantom{....}|\\
\ce{CH3CH2CH2 - \overset{⊕}{N} - CH2CH3}\\
\phantom{....}|\\
\phantom{.......}\ce{CH3}
\end{array}\end{bmatrix}\]\[\ce{OH^- ->[Heat] ?}\]
Which of the following is formed in a major amount?