The transport number of $i th$ ion in a solution containing several ions is given by

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$t_{i} = (\sum_{i} λ_{i}) / λ_{i}$

$t_{i} = c_{i} K_{i} / \sum_{i} C_{i} K_{i}$

$t_{i} = λ_{i} / \sum_{i} λ_{i}$

$t_{i} = c_{i} λ_{i} / \sum_{i} c_{i} λ_{i}$

answer is B.

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Detailed Solution

The transport number of $i th$ ion in a solution containing several ions is given by

$t_{i} = \frac{Conductivity of i th ion}{Total conductivity of the solution} = \frac{c_{i} λ_{i}}{Σ_{i} c_{i} λ_{i}}$

A particular ion's share of the overall current transported in an electrolyte is measured by its ion transport number, also known as the transference number. The variations in electrical mobility cause variations in the number of transports. The All-India Test Series.

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