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Calculate the pressure, in atmospheres, of 4.0 mol of helium gas in a 15.0 L container at 29 degrees Celsius. Please show your work in order to receive credit.

Respuesta :

The pressure is the factor that is determined by the ideal gas equation. The pressure of the 4 mol helium gas at 29 degrees Celsius is 0.6611 atm.

What is the ideal gas equation?

The ideal gas equation establishes the relation between the various factors like the moles, temperature, pressure, volume, and gas constant. They were used to derive the various laws and relationships.

The pressure is directly affected by the temperature and inversely by the volume of the gas.

Given,

Moles of helium gas (n) = 4.0 mol

Volume (V) = 15.0 L

Temperature (T) = 29 degrees Celsius = 302 kelvin

Gas constant (R) = 0.00821 L atm mol⁻¹ K⁻¹

The ideal gas equation is given as,

PV = nRT

Substituting the values above as

P = nRT ÷ V

P = (4.0 × 0.00821 × 302) ÷ 15.0

= 0.6611 atm

Therefore, 0.6611 atm is the pressure of 4.0 mol of helium gas.

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