Explanations & Calculations
First check
- By "\\small PV = nRT" & "\\small PV = \\frac{1}{3} mN\\bar{C^2}" a value for the speed of a given gas can be derived as "\\small \\bar{C^2} = \\large\\sqrt{\\frac{3RT}{M}}"
- M = molar mass of the considered gas
- MHelium < MNitrogen
- Therefore, it could be seen that at a given temperature, the speed of Helium is greater than that of Nitrogen.
Second check
- Escape speed at the earth's surface is about 11kmh-1 meaning any substance which possess a speed equal or greater to that value, is capable of leaving the earth.
- Its seen that the percentage of Helium is very low compared to that of Nitrogen, which means Helium has a average speed near that value than Nitrogen at a given temperature (ex : room temperature).
- This again explains that Helium has a greater speed while Nitrogen has a comparatively very low value.
- Nitrogen - 78% while Helium < 0.97% in the atmosphere.
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