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Calculate the number of moles of hydrogen contained in 18 litres of the gas at `27^(@)C` and 70 cm pressure. Given that R=0.0821 litre atm `K^(-1)`. Further, if the mass of hydrogen taken as above is found to be 1.350 g, calculate the molecular mass of hydrogen. |
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Answer» Here, we are given : V=18 litres, `T=27^(@)C`=27+273 K=300K `P=70 cm=70//76" atm", "R"=0.0821" litre atm "K^(-1)mol^(-1)` Using the ideal gas equation, PV=nRT we have `" " n=(PV)/(RT)=((70//76" atm")(18 L))/((0.0821" L atm mol"^(-1))(300" K"))=0.67" mole"` Further, we know that `n=("Mass)/("Molecular mass")=(m)/(M)" ":. M=(m)/(n)=(1.350)/(0.67)=2.015" u"`(Molar mass=mass `"mol"^(-1)`) |
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