The equivalent conductance of NaCl at concentration C and at infinite dilution are -C and - respectively- The correct relationship between -C and - is given as where- the constant B is positive

According to Debye Huckel Onsager equation, λ_c = λ_∞ B √(C) Where,λ_c = limiting equivalent conductivity at concentration C λ_∞ = limiting equivalent conduct ...

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Standard XI

Chemistry

Ionic Conductance

The equivalen...

Question

The equivalent conductance of NaCl at concentration C and at infinite dilution are $λ_{C}$ and $λ_{\infty}$ respectively. The correct relationship between $λ_{C} a n d λ_{\infty}$ is given as (where, the constant B is positive)

λ_{c} = λ_{\infty} + (B) C

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λ_{c} = λ_{\infty} - (B) C

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λ_{c} = λ_{\infty} - B \sqrt{C}

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λ_{c} = λ_{\infty} + B \sqrt{C}

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Solution

The correct option is C $λ_{c} = λ_{\infty} - B \sqrt{C}$
According to Debye Huckel Onsager equation,
$λ_{c} = λ_{\infty} - B \sqrt{C}$
Where, $λ_{c}$ = limiting equivalent conductivity at concentration C
$λ_{\infty} =$ limiting equivalent conductivity at infinite dilution
C = concentration

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The equivalent conductance of NaCl at concentration C and at infinite dilution are λC and λ∞ respectively. The correct relationship between λC and λ∞ is given as (where, the constant B is positive)

The correct option is C λc=λ∞−B√CAccording to Debye Huckel Onsager equation, λc=λ∞−B√C Where,λc = limiting equivalent conductivity at concentration C λ∞= limiting equivalent conductivity at infinite dilution C = concentration

The equivalent conductance of NaCl at concentration C and at infinite dilution are $λ_{C}$ and $λ_{\infty}$ respectively. The correct relationship between $λ_{C} a n d λ_{\infty}$ is given as (where, the constant B is positive)

The correct option is C $λ_{c} = λ_{\infty} - B \sqrt{C}$
According to Debye Huckel Onsager equation,
$λ_{c} = λ_{\infty} - B \sqrt{C}$
Where, $λ_{c}$ = limiting equivalent conductivity at concentration C
$λ_{\infty} =$ limiting equivalent conductivity at infinite dilution
C = concentration