CHAPTER 5. THERMAL PROPERTIES AND IDEAL GASES 5.6
Therefore,
m = 0. 86 × 44 = 37. 84 g
Example 10: Ideal gas equation 3
QUESTION
1 mole of nitrogen (N 2 ) reacts with hydrogen (H 2 ) according to the following equation:
N 2 + 3H 2 → 2 NH 3
The ammonia (NH 3 ) gas is collected in a separate gas cylinder whichhas a volume of 25 dm^3.
The temperature of thegas is 22◦C. Calculate the pressure of the gas inside the cylinder.
SOLUTION
Step 1 : Write down all the information that you knowabout the gas.
V = 25 dm^3
n = 2 (Calculate this bylooking at the mole ratio of nitrogen to ammonia,
which is 1:2)
T = 22◦C
Step 2 : Convert the known values to SI units if necessary.
V =
25
1000
= 0. 025 m^3
T = 22 + 273 = 295 K
Step 3 : Choose a relevant gas law equation that will allow you to calculate theunknown
variable.
pV = nRT
Therefore,
p =
nRT
V
Step 4 : Substitute the known values into the equation.Calculate the unknownvariable.
p =
2 mol× 8. 3 J· K−^1 mol−^1 × 295 K
0. 025 m^3
= 195 880 Pa = 195. 89 kPa