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Hi can someone help with these questions please.

The oven of a dometic cooker has a volume of 0.10m^3. The pressure in the oven is 1.0 x 10^5 Pa (1 Atmosphere).

i) Calculate the mass of air in the oven at 27 degrees celsius.

Molar mass of air = 0.030 kg mol^-1

ii) At constant atmospheric pressure, the density of the air at 227 degrees celsius is x times the density of air at 27 degrees celsius. Calculate the value at x.


I can't remeber the moles equation so can't do it. I'd be greateul for help.
Reply 1
1 mole of gas at STP take up approximately 24l of volume.
Reply 2
Ises
Hi can someone help with these questions please.

The oven of a dometic cooker has a volume of 0.10m^3. The pressure in the oven is 1.0 x 10^5 Pa (1 Atmosphere).

i) Calculate the mass of air in the oven at 27 degrees celsius.

Molar mass of air = 0.030 kg mol^-1

ii) At constant atmospheric pressure, the density of the air at 227 degrees celsius is x times the density of air at 27 degrees celsius. Calculate the value at x.


I can't remeber the moles equation so can't do it. I'd be greateul for help.

Use the ideal gas equation, remember to use Kelvin or it'll all screw up.
Reply 3
pV = nRT

You do the leg work from there.
Reply 4
The Ideal Gas Equation is:

pV = nRT


Where:

p = Pressure (Pa)
V = Volume (m3)
n = Number of moles (mol)
R = Ideal gas constant: 8.314472 m3.Pa.K-1.mol-1
T = Temperature (K)

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