According to Graham’s law which states that the rate at which gases diffuse is inverselyproportional to the square root of their densities. At a given temperature the ratio ofthe rates of diffusion of gases A and B is given by
Question
According to Graham’s law which states that the rate at which gases diffuse is inverselyproportional to the square root of their densities. At a given temperature the ratio ofthe rates of diffusion of gases A and B is given by
Solution
According to Graham's law, the rate at which gases A and B diffuse is inversely proportional to the square root of their densities. This means that if the density of gas A is higher than the density of gas B, gas B will diffuse faster than gas A.
To calculate the ratio of the rates of diffusion of gases A and B, we can use the formula:
Rate of diffusion of A / Rate of diffusion of B = √(Density of B / Density of A)
Let's say the density of gas A is represented by ρA and the density of gas B is represented by ρB. The ratio of the rates of diffusion can be calculated as:
Rate of diffusion of A / Rate of diffusion of B = √(ρB / ρA)
By plugging in the values of the densities of gases A and B, you can calculate the ratio of their diffusion rates.
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