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Use the equation PV=nRT where P is pressure, V is volume, n is moles, R is the molal constant .0821 and T is temperature. So unsignificantly, the answer would be 4.926.

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Q: What is the pressure of 10 moles of gas inside of a 50L hot air balloon at a temperature of 300k?
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Related questions

How many moles of helium will a 75.0-L balloon hold if a 27.5-L balloon holds 1.76 moles at the same temperature and pressure?

27.5/75.0*1.76 = 0.6453 moles


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Yes, a balloon shows that air can be compressed. The pressure in the balloon is higher than the pressure outside the balloon. The ideal gas law is PV = nRT where: P = pressure V = volume n = the number of moles of gas (the amount of gas) R = the ideal gas constant T = temperature So for the given volume of the balloon, and at a set temperature, if the pressure goes up, the amount of gas (the number of moles) must also go up. That means that the gas has been compressed.


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