Third part to a stoichiometry question

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The discussion revolves around a stoichiometry problem involving the roasting of 2.00 kg of Fe3S4, leading to the production of Fe2O3 and SO2. The user successfully calculated that 1.62 kg of Fe2O3 and 1.73 kg of SO2 will be produced. For part c, they are attempting to determine the volume of air required for roasting, given that air contains 23% O2 by mass and has a density of 1.2 g/L. They derived an equation to find the volume of O2 needed, resulting in approximately 19.6 L of air. The user seeks confirmation of their calculations and clarity on the approach taken.
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This is the full question:

Suppose you roast 2.00kg of Fe3S4. The equation:

4Fe3S4 + 25 O2 --> 6Fe2O3 + 16SO2.
a) How many kg of Fe2O3 will be produced?
b) How many kg of SO2 will be produced?
c) How many litres of air at 25 degrees C are required for roasting? Assuming air has 23% O2 by mass, and density of 25C is 1.2 g/L.
The molar masses are Fe3S4 = 295.8 g/mol, Fe2O3 = 159.69 g/mol and SO2 is 64.06 g/mol.

I have done a and b.
a) = 1.62kg
b) = 1.73kg.

I have NO IDEA how to do C! Please guide!
 
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I think that since its 23% by mass you can say that O2 is 23g out of a 100g sample of air. with this i got the following equation.

23gO2( 1L )= 23/1.2= 19.6L
( 1.2g )

Im farely posative about this answer, although i may be incorrect.
 
thank you, i tried it again, and ended up with the same answer. !
 
sry if my equation is not clear it should be 1L/1.2g.
 
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