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Problem: Calculate the density of CH4 gas at STP.

How to solve the problem: Density is mass over volume. (D = M/V), this is what we need to find.

Information you will need:

Molecular weight of CH4 = 16.05 g/mol

STP = Pressure (P) = 1 atm (unit of pressure) and Temperature (T) à 273 K (unit of temperature)

Use the ideal gas law. PV = nRT

n = mass/ mw (molecular weight- "The molecular weight is essentially the same thing as the molar mass except that, as the name implies, it refers to molecules rather than just elements. The molar mass and molecular weight is typically given in units of grams per mole." - Answers.com)

n = unit of mass

V = unit of volume

PV = (mass/mw) RT

Steps:

Re-arrange the ideal gas law equation, so that you get M/V (which is density).

Mass/V = mw (molecular weight) x P/ RT

Mass/V = (16.05 g/mol) x 1 atm / [0.08206 (L)(atm)/ (mol)(K)] (273 degrees K)

Because of the gas law constant, atm (unit of pressure), K (unit of temperature) and mol (numerical unit) cancel out, and we are left with units of grams per L (unit of volume), which is what we want. Thus, our answer will be in units of g/L.

Plug the equation into your scientific calculator.

I got 7.16 x 10^-1 g/L

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12y ago
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1w ago

The volume of 1 mole of any ideal gas at standard temperature and pressure (STP) is 22.4 liters. Therefore, the volume of methane gas at STP would also be 22.4 liters.

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14y ago

the density of methane is 0.717 kg/cubic metre

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13y ago

Use PM = DRT

so 1atm * 30.08 molecular mass = D * .0821 constant * 273

D = 1. 34 g/L

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7y ago

At STP, one moles will occupy 22.4 liters.

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11y ago

1.34

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Q: What is the volume of methane gas at STP?
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