Question
Download Solution PDFBy the addition of Ar gas to the system 2HI \(\rightleftharpoons\) H2 + I2, the degree of dissociation of HI will be -
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFExplanation:
Degree of dissociation:
- The phenomenon to generate current-carrying free ions or free radicals when a given concentration of solution components is taken infraction with the solute.
- The degree of dissociation is calculated by -
Degree of dissociation = \(\frac{Concentration\ of \ dissociated\ substance}{Total\ given\ substance}\)
Factors Affecting the Degree of dissociation:
- Dilution or change in concentration.
- Temperature.
- Nature of electrolyte.
- Nature of electrolyte.
- Nature of the solvent.
Calculation:
2HI \(\rightleftharpoons\) H2 + I2
At t = 0, concentration is 1 mole
At t = t eq concentration
2HI \(\rightleftharpoons\) H2 + I2
HI is 1-2a,
the concentration of H2 is "a" mole and the concentration of I2 is "a" mole then,
The degree of dissociation of HI is given by Kc
Where, Kc = \(\frac{[ H_2 ] [ I_2 ] }{[ HI ]^ 2}\)
Kc = a × a / (1 - 2a)2 = a2 / (1-2a)2
Here, there will be no impact on the degree of dissociation constant due to the addition of Ar.
Last updated on May 5, 2025
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