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Gases. Drill  Name the following:   1.HSO 4 -1 __________   2.OH -1 __________   3.ClO 3 -1 __________   4.C 2 H 3 O 2 -1 __________   5.OCN.

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Presentation on theme: "Gases. Drill  Name the following:   1.HSO 4 -1 __________   2.OH -1 __________   3.ClO 3 -1 __________   4.C 2 H 3 O 2 -1 __________   5.OCN."— Presentation transcript:

1 Gases

2 Drill  Name the following:   1.HSO 4 -1 __________   2.OH -1 __________   3.ClO 3 -1 __________   4.C 2 H 3 O 2 -1 __________   5.OCN -1 __________

3 Drill  Name the following:   1.HSO 4 -1 bisulfate or hydrogen sulfate   2.OH -1 hydroxide   3.ClO 3 -1 chlorate   4.C 2 H 3 O 2 -1 acetate   5.OCN -1 cyanate

4 Objectives  iWBAT  Calculate the partial pressure of a gas  List, and distinguish between, each postulate of the KMT  Explain the difference between a “real” and “ideal” gas.  Solve collecting gas over water calculations

5 Partial Pressure Video  http://youtu.be/pgTTKYhqQY0

6 Partial Pressure  A balloon contains 0.2 moles of nitrogen and 0.5 moles of oxygen. If the total pressure in the balloon is 2.0 atm, what is the partial pressure of oxygen?

7 Partial Pressure  P x = P Total ( n x / n Total )P x = 2.0 atm (0.5 moles/0.7 moles) = 1.4 atm

8 Collect Gas over Water  http://youtu.be/E5NBZgQ5cl0

9 Collect Gas Over Water  193 mL of O 2 was collected over water on a day when the atmospheric pressure was 762 mmHg. The temperature of the water was 23.0 o C. How many grams of oxygen were collected?

10  Use Dalton's law and the vapor pressure of water at 23.0 o C to correct the pressure to units of atmospheres. PT = P oxygen +P water Convert the corrected pressure to atmospheres. Use the ideal gas law to find out how many moles of gas were produced: PV = nRT Use the number of moles and the molecular weight of oxygen to find out how many grams of oxygen were collected.

11 Kinetic Molecular Theory  http://youtu.be/D2-DtoSQ1Rc

12 Kinetic Molecular Theory For IDEAL GASES 1. Volume of individual particles is  zero. 2.Collisions of particles with container walls cause pressure exerted by gas. 3.Particles exert no forces on each other. 4.Average kinetic energy  Kelvin temperature of a gas.

13 The Meaning of Temperature Kelvin temperature is an index of the random motions of gas particles of a gas (higher T means greater motion.)

14 Real Gases vs Ideal Gases  http://youtu.be/0i2pfnTDEoI

15 Real Gases  Must correct ideal gas behavior when at high pressure (smaller volume) and low temperature (attractive forces become important).

16 Figure 5.28 Volume Taken up by Gas Particles

17 Real Gases corrected pressure corrected volume P ideal V ideal

18 Problems to Try  (8 th edition) 7,9,13,17,20, 22, 23, 24, 27, 29, 31, 34, 37, 41, 42, 44, 45, 48, 50, 51, 54, 59, 61, 67, 68, 71, 73, 83, 85  (10 th edition) P. 232 # 22, p. 234-235 # 62-84 even

19 Wrap Up  What are the conditions that make a gas “real”?  The van der Waals equation accounts for which differences between real and ideal gases?

20 Figure 5.24 Plots of PV/nRT Versus P for Several Gases (200 K)


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