1
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- Gases, Liquids, and Solids
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2
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3
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- Fig. 7.1
- The water in the lake behind the dam has potential energy as a result
of its position.
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4
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5
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6
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- Fig. 7.3
- (a) In a solid, the particles are close together. (b) In a liquid, the
particles slide freely over one another. (c) In a gas, the particles are
in random motion.
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7
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- Fig. 7.4
- Gas molecules can be compared to billiard balls in random motion,
bouncing off one another.
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8
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9
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- Fig. 7.5
- When a gas is compressed, the amount of empty space in the container is
decreased.
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10
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- Fig. 7.6
- The essential components of a mercury barometer are a graduated glass
tube, a glass dish, and liquid mercury.
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11
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- Fig. 7.7
- Robert Boyle was self-taught. Through his efforts, the true value of
experimental investigation was first recognized.
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12
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- Fig. 7.8
- Data illustrating the inverse proportionality associated with Boyle’s
law.
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13
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- Fig. 7.9 When the volume of a
gas at constant temperature decreases by half, the average number of
times a molecule hits the container walls is doubled.
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14
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- Fig. 7.10
- Filling a syringe with a liquid is an application of Boyle’s law.
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15
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- Fig. 7.11
- Jacques Charles in the process of working with hot-air balloons made
the observations that led to the formulation of what is now known as
Charles’s law.
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16
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- Fig. 7.12
- Data illustrating the direct proportionality associated with Charles’s
law.
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17
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- Fig. 7.13
- John Dalton had an interest in the study of weather.
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18
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- Fig. 7.14
A set of four containers can be used to illustrate Dalton’s law
of partial pressures. The pressure in the fourth container equals the
sum of the first three.
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19
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20
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21
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- Fig. 7.15
- There are six changes of state possible for substances.
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22
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- The beaker contains iodine crystals.
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23
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- Fig. 7.17
- (a) the liquid level drops for a time, (b) then becomes constant. At
that point a state of equilibrium has been reached in which (c) the rate
of evaporation equals the rate of condensations.
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24
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- Fig. 7.18
- Bubbles of vapor form within a liquid when the temperature of the
liquid reaches the liquid’s boiling point.
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25
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- Fig. 7.19
- The converse of the pressure cooker “phenomenon” is that food cooks
more slowly at reduced pressure.
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26
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- Fig. 7.20
- There are many dipole-dipole interactions possible between randomly
arranged CIF molecules.
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27
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28
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29
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30
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- Fig. 7.21
- Depiction of hydrogen bonding among the water molecules.
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31
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- Fig. 7.22
- Diagrams of hydrogen bonding involving selected simple molecules.
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32
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33
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- Fig. 7.23
- If there were no hydrogen bonding between water molecules, the boiling
point of water would be approximately
-80C.
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34
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- Fig. 7.24
- Nonpolar molecules can develop instantaneous dipoles and induced
dipoles.
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35
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