Class 12 Exam  >  Class 12 Videos  >  L24 : Kohlrausch Law: Numerical - Electrochemistry, Chemistry, Class 12

L24 : Kohlrausch Law: Numerical - Electrochemistry, Chemistry, Class 12 Video Lecture

FAQs on L24 : Kohlrausch Law: Numerical - Electrochemistry, Chemistry, Class 12 Video Lecture

1. What is the Kohlrausch Law in electrochemistry?
Ans. The Kohlrausch Law states that the molar conductivity of an electrolyte at infinite dilution is equal to the sum of the individual ionic conductivities of its constituent ions. It is a useful tool to determine the degree of dissociation or ionization of electrolytes.
2. How is the molar conductivity of an electrolyte calculated using the Kohlrausch Law?
Ans. The molar conductivity (Λ) of an electrolyte can be calculated using the Kohlrausch Law by dividing the conductivity of the electrolyte at a given concentration by the concentration of the electrolyte. Mathematically, Λ = κ / c, where Λ is the molar conductivity, κ is the conductivity, and c is the concentration.
3. Why is the Kohlrausch Law important in electrochemistry?
Ans. The Kohlrausch Law is important in electrochemistry as it helps in understanding the behavior of electrolytes and their degree of dissociation or ionization. It allows us to calculate molar conductivity, which is a crucial parameter in determining the conductivity of electrolytic solutions.
4. What is the significance of the molar conductivity at infinite dilution?
Ans. The molar conductivity at infinite dilution is significant because it provides information about the conductivity of an electrolyte when it is completely dissociated or ionized. It helps in comparing the conducting abilities of different electrolytes and understanding their dissociation behavior.
5. How can the Kohlrausch Law be experimentally verified?
Ans. The Kohlrausch Law can be experimentally verified by measuring the conductivities of different electrolytes at various concentrations and using the obtained data to calculate the molar conductivities. The molar conductivities can then be plotted against the square root of the concentration, and if the plot is a straight line passing through the origin, it confirms the validity of the Kohlrausch Law.
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