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A sample of neon effuses from a container in 73 seconds. The same amount of an unknown noble gas requires 149 seconds. Identify...Asked by Anonymous
A sample of neon effuses from a container in 80 seconds. The same amount of an unknown noble gas requires 163 seconds
Identify the gas.
Identify the gas.
Answers
Answered by
DrBob222
I would assume a volume of 1L.
Then Ne rate = 1/80. mass = 20.3
rate unknown = 1/163. mass = ?
(1/80/1/163) = sqrt(?/20.3)
Solve for ? and identify from the periodic table.
Then Ne rate = 1/80. mass = 20.3
rate unknown = 1/163. mass = ?
(1/80/1/163) = sqrt(?/20.3)
Solve for ? and identify from the periodic table.
Answered by
siya
Helium
Answered by
Anonymous
Kr
163/80=sqrt(unknown/20.3)
163/80=sqrt(unknown/20.3)
Answered by
Uriah
It is Krypton.
The effusion time is inversely proportional to the molar mass of the gas. Lighter gases require less time to effuse from a container than heavier gases. Graham's law of effusion compares the rates of effusion and molar masses of two gases. Since you are given time, you should first take the inverse of time to represent a rate. The calculation of the molar mass of this gas is summarized as follows:
rateHeratexMxMx===MxMHe−−−√(rateHe)2(ratex)2×MHe(1.25×10−2s−1)2(6.14×10−3s−1)2×20.18 g/mol
Therefore, the unknown gas has a molar mass of 83.7 g/mol , which corresponds to Krypton.
The effusion time is inversely proportional to the molar mass of the gas. Lighter gases require less time to effuse from a container than heavier gases. Graham's law of effusion compares the rates of effusion and molar masses of two gases. Since you are given time, you should first take the inverse of time to represent a rate. The calculation of the molar mass of this gas is summarized as follows:
rateHeratexMxMx===MxMHe−−−√(rateHe)2(ratex)2×MHe(1.25×10−2s−1)2(6.14×10−3s−1)2×20.18 g/mol
Therefore, the unknown gas has a molar mass of 83.7 g/mol , which corresponds to Krypton.
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