When is the conductance G equal to the conduc | vedclass

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(D) The relationship between conductance $(G)$ and conductivity $(k)$ is given by the formula: $G = k 	imes (A/l)$,where $A$ is the area of cross-sec

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All of the above

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(D) The relationship between conductance $(G)$ and conductivity $(k)$ is given by the formula: $G = k 	imes (A/l)$,where $A$ is the area of cross-section and $l$ is the length of the conductor.For $G = k$,the cell constant $(l/A)$ must be equal to $1 \ cm^{-1}$.This occurs when the area of cross-section $A = 1 \ cm^2$ and the length $l = 1 \ cm$.Since these conditions define a unit cube of solution,the volume is $1 \ cm^3$.Therefore,all the given options are correct.

When is the conductance $G$ equal to the conductivity $k$?

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