Calculate the volumes of air and hydrogen gas

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The discussion revolves around calculating the volumes of air and hydrogen gas needed to produce 1,000 kg of pure molybdenum from molybdenite (MoS2). Key steps include converting the mass of molybdenum into moles, determining the amount of hydrogen required based on the stoichiometry of the reactions, and using the ideal gas law (PV=nRT) to find the gas volumes at specified conditions. It is emphasized that since air contains only 21% oxygen, adjustments must be made to account for this when calculating the volume of air needed. The responses provide guidance on how to approach the problem methodically, ensuring clarity in the calculations.
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If anyone knows how to do this problem, could you please give me some
hints?? I don’t need the answer just some help as to where to start...

Metallic molybdenum can be produced from the mineral molybdenite, MoS2.
The mineral is first oxidized in air to molybdenum trioxide and sulfur dioxide.
Molybdenum trioxide is then reduced to metallic molybdenum using hydrogen
gas. The balanced equations are:

MoS2 (g) + 7/2 O2 (g) -------> MoO3 (s) + 2SO2 (g)

MoO3 (s) + 3H2 (g) ------------> Mo (s) + 3H2O (l)

Calculate the volumes of air and hydrogen gas at 17 deg. C and 1.00 atm
that are necessary to produce 1.00 x 10^3 kg of pure molybdenum from
MoS2 . Assume air contains 21% oxygen by volume and assume 100% yield
for each reaction.
 
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Hello,

1) One ton of pure molybdenum is not a useful definition, it's better to convert it into moles.

2) As one mole of molybdenum is produced by three moles of hydrogen, you can find how many moles of H2 is needed, and then convert it into volume by P*V=n*R*T.

3) The mole of molybdenum is the same as molybdenum(VI)oxide; just put this number in the first reaction, and multiply it by 3,5 to obtain how many moles of pure oxygen is needed. Then convert it into volumes.

4) If 100% of oxygen is present in the environment, the volume you find will be enough, but only 21% of oxygen is present in the air. You'll have to divide something to learn the actual volume.

Hope these help.

chem_tr
 
Thank you for your help chem_tr, for this problem as well as the one on effusion rates! Helped a lot. :)
 
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