CK-12-Chemistry Intermediate

(Marvins-Underground-K-12) #1

http://www.ck12.org Chapter 14. The Behavior of Gases


Lesson Summary



  • According to Dalton’s law, the sum of the individual partial pressures of the gases in a mixture is equal to the
    total gas pressure.

  • The partial pressure of a gas in a mixture can be calculated by multiplying its mole fraction by the total
    pressure.

  • The pressure of a gas that has been collected by water displacement is determined by subtracting the vapor
    pressure of water at that temperature from the total pressure of the sample.

  • Diffusion is the net movement of molecules from an area of high concentration to an area of lower concen-
    tration. Effusion is the process of a gas escaping from a tiny hole in its container. Graham’s Law allows the
    relative rates of diffusion or effusion for various gases to be calculated from the molar masses of the gases.
    Lighter gases move at a faster rate than heavier gases, resulting in faster diffusion and effusion rates.


Lesson Review Questions


Reviewing Concepts



  1. Explain what is meant by the term partial pressure.

  2. What is a mole fraction? What must be the sum of the mole fractions for all substances in a mixture?

  3. Why does a gas displace water when bubbled into it?


Problems



  1. Hydrogen, nitrogen, and oxygen gases are mixed into a container with a total pressure of 767 mmHg. If the
    partial pressure of the hydrogen is 85 mmHg, and the partial pressure of the nitrogen is 517 mmHg, what is
    the partial pressure of the oxygen?

  2. On the summit of Mount McKinley, the highest mountain in North America, the atmospheric pressure on a
    certain day is about 338 mmHg. Given that the mole fraction of oxygen in Earth’s atmosphere is 0.2095, what
    is the partial pressure of oxygen on the summit of Mount McKinley?

  3. Rank the following gases by their average velocities at a given temperature, from slowest to fastest: Ar, SO 2 ,
    N 2 , CH 4 , Kr.

  4. A mixture is made of 32.5 g of helium gas and 38.7 g of neon gas.


a. Calculate the mole fraction of each of the two gases.
b. The total pressure in the container is 278 kPa. Calculate the partial pressure of each gas.


  1. 2.20 liters of gas is collected over water at a temperature of 30°C and a total pressure of 98.05 kPa. Find the
    volume that the dry form of this gas would occupy at STP.

  2. What is the ratio of the effusion rates for oxygen gas and xenon gas when both gases are at the same
    temperature and pressure?

  3. At a certain temperature and pressure, the average velocity of N 2 molecules is 524 m/s. What is the average
    velocity of O 2 molecules at the same temperature and pressure?

  4. Water can be made to decompose into hydrogen and oxygen gases by passing an electrical current through it.
    2H 2 O(l)→2H 2 (g) +O 2 (g)A 50.0 g sample of water completely decomposes in a sealed 10.0 L container
    that was previously under vacuum. The temperature is 25°C. Determine the partial pressure (in atm) of both
    gases produced in the reaction.

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