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Question How can you measure the buoyancy of objects Procedure 1 Obtain a small vial (with a cap or a seal) and a 500-mL graduated cylinder Attach a rubber band to the vial in order to suspend it from a spring scale 2 Use the spring scale to find the weight of the vial Then, use the graduated cylinder to find the volume of water displaced by the sealed vial when it is floating Record both of these figures Immediately wipe up any spilled liquid 3 Place one nickel into the vial and close the lid Repeat the procedures in step 2, recording the weight of the vial and the nickel, as well as the volume of water displaced Also, record whether the vial floats or sinks 4 Repeat steps 2 and 3, each time adding one nickel until the vial no longer floats When the vial sinks, use the spring scale to find the apparent weight of the vial Be sure that the vial is not touching the graduated cylinder when it is suspended under water Analysis Use the information you recorded to calculate the density of the vial-and-nickel system in each of your trials Also, calculate the mass of the water displaced by the system in each trial How does density appear to be related to floating Critical Thinking How does the mass of the vialnickel system appear to be related to the mass of the water displaced by the system Does this relationship hold regardless of whether the system is floating

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ater and air are probably two of the most common substances in the everyday lives of people We feel their effects when we drink, when we bathe, and literally with every breath we take In your everyday experience, it might not seem that water and air have a great deal in common If you think further about them, however, you will recognize that they have common properties Both water and air flow, and unlike solids, neither one of them has a definite shape Gases and liquids are two states of matter in which atoms and molecules have great freedom to move In this chapter, you will explore states of matter Beginning with gases and liquids, you will learn about the principles that explain how matter responds to changes in temperature and pressure, how hydraulic systems can multiply forces, and how huge metallic ships can float on water You also will investigate the properties of solids, discovering how they expand and contract, why some solids are elastic, and why some solids seem to straddle the line between solid and liquid

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Describe how fluids create pressure Calculate the pressure, volume, and number of moles of a gas Compare gases and plasma

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Suppose that you put an ice cube in an empty glass The ice cube has a certain mass and shape, and neither of these quantities depends on the size or shape of the glass What happens, however, when the ice melts Its mass remains the same, but its shape changes The water flows to take the shape of its container and forms a definite, flat, upper surface, as in Figure 13-1 If you boiled the water, it would change into a gas in the form of water vapor, and it also would flow and expand to fill the room However, the water vapor would not have any definite surface Both liquids and gases are fluids, which are materials that flow and have no definite shape of their own For now, you can assume that you are dealing with ideal fluids, whose particles take up no space and have no intermolecular attractive forces Pressure in fluids You have applied the law of conservation of energy to solid objects Can this law also be applied to fluids Work and energy can be defined if we introduce the concept of pressure, which is the force on a surface, divided by the area of the surface Since pressure is force exerted over a surface, anything that exerts pressure is capable of producing change and doing work

Figure 13-1 The ice cubes, which are solids, have definite shapes However, the liquid water, a fluid, takes the shape of its container What fluid is filling the space above the water

3. Usually. Certain details sometimes make this a bit tougher in practice. 4. For C++ code, Visual C++ has been extended with Managed Extensions that make it possible to create .NET components. In .NET 2.0, Managed Extensions have been replaced by C++/CLI, which offers a syntax similar to C#.

Figure 13-2 The astronaut and the landing module both exert pressure on the lunar surface If the lunar module had a mass of approximately 7300 kg and rested on four pads that were each 91 cm in diameter, what pressure did it exert on the Moon s surface How could you estimate the pressure exerted by the astronaut

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