For hcl solution at 25°c, equivalent conductance at infinite dilution, is 425 ohm–1 cm2 equiv–1. the specific conductance of a solution of hcl is 0.3825 ohm–1 cm–1. if the apparent degree of dissociation is 90% the normality of the solution is
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Given conditions ⇒
Equivalent Conductance at Infinite(Λ infinite) = 425 Ω⁻¹cm² equi⁻¹.
Specific Conductance(Κ) = 0.3825 Ω⁻¹ cm⁻¹.
Degree of the Dissociation of the HCl acid(α) = 90%
= 90/100
= 0.9
Now,
α × Λ infinity = Λ at concentration c.
∴ Λ at concentration c = 0.9 × 425
∴ Λ at concentration c = 382.5
Now, C = Κ/Λ at concentration c.
∴ C = 0.3825/382.5
⇒ C = 0.001 mol/cm³
⇒ C = 1 mol/L [1 cm³ = 10⁻³ L]
Since, n factor for the HCl is 1.
∴ Normality = C × n factor.
⇒ Normality = 1 × 1
⇒ Normality = 1 N.
Hence, the Normality of the solution is 1 N.
Hope it helps.
Given conditions ⇒
Equivalent Conductance at Infinite(Λ infinite) = 425 Ω⁻¹cm² equi⁻¹.
Specific Conductance(Κ) = 0.3825 Ω⁻¹ cm⁻¹.
Degree of the Dissociation of the HCl acid(α) = 90%
= 90/100
= 0.9
Now,
α × Λ infinity = Λ at concentration c.
∴ Λ at concentration c = 0.9 × 425
∴ Λ at concentration c = 382.5
Now, C = Κ/Λ at concentration c.
∴ C = 0.3825/382.5
⇒ C = 0.001 mol/cm³
⇒ C = 1 mol/L [1 cm³ = 10⁻³ L]
Since, n factor for the HCl is 1.
∴ Normality = C × n factor.
⇒ Normality = 1 × 1
⇒ Normality = 1 N.
Hence, the Normality of the solution is 1 N.
Hope it helps.
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