How to Calculate the Molar Mass of an Unknown Gas?

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To calculate the molar mass of an unknown gas using the ideal gas law, start with the equation PV = nRT. Given the mass of the gas (0.810 g), pressure (0.954 atm converted to kPa), volume (0.461 L), and temperature (291 K), substitute these values into the equation to find the number of moles (n). Rearranging the equation gives n = PV/RT, allowing for the calculation of moles. Once the number of moles is determined, use the formula M = m/n to find the molar mass. This method effectively demonstrates how to derive the molar mass from the ideal gas law.
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Given the following data for a gas, use the equation for the ideal gas law to calculate the molar mass.

Mass = 0.810 g
Pressure = 0.954 atm
Volume = 0.461 L
Temp = 291 K



M = mRT/PV = 44.0?
 
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I won't give you the answer but the following is how you solve the equation

PV=nRT

P=pressure (0.954 atm [use kpa since that is what is required in the ideal gas law thus pressure is 0.954*101.325 kpa = 96.66405 kpa])

V=volume (0.461 L)

R=Universal gas constant or 8.314

T=temperature (291 K)

m=mass (0.810 g)

n=mol (unknown)

M=molar mass (unknown)

PV=nRT which becomes

n=PV/RT

After you get mols, use this formula n=m/M or M=n*m
 
OK I understand now -- thank you!
 
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