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As scientists first studied gases and pressure, they began to notice some interesting relationships The first relationship to emerge was named Boyle s law, after seventeenth-century chemist and physicist Robert Boyle Boyle s law states that for a fixed sample of gas at constant temperature, the volume of the gas varies inversely with the pressure Because the product of inversely related variables is a constant, Boyle s law can be written PV constant, or P1V1 P2V2 The subscripts that you see in the gas laws will help you keep track of different variables, such as pressure and volume, as they change throughout a problem These variables can be rearranged to solve for an unknown pressure or volume As shown in Figure 13-3, the relationship between the pressure and the volume of a gas is critical to the sport of scuba diving A second relationship was discovered about 100 years after Boyle s work by Jacques Charles When Charles cooled a gas, the volume shrank by 21 73 of its original volume for every degree cooled, which is a linear relationship At the time, Charles could not cool gases to the extremely low temperatures achieved in modern laboratories In order to see what lower limits might be possible, he extended, or extrapolated, the graph of his data to these temperatures This extrapolation suggested that if the temperature were reduced to 273 C, a gas would have zero volume The temperature at which a gas would have zero volume is now called absolute zero, which is represented by the zero of the Kelvin temperature scale These experiments indicated that under constant pressure, the volume of a sample of gas varies directly with its Kelvin temperature, a result that is now called Charles s law Charles s law can be written V/T constant, or V1/T1.

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Figure 7-7 When the large lead spheres are placed near the small lead spheres, the gravitational attraction between the spheres causes the rod to rotate The rotation is measured with the help of the reflected light ray

The importance of G Cavendish s experiment often is called weighing Earth, because his experiment helped determine Earth s mass Once the value of G is known, not only the mass of Earth, but also the mass of the Sun can be determined In addition, the gravitational force between any two objects can be calculated using Newton s law of universal gravitation For example, the attractive gravitational force, Fg, between two bowling balls of mass 726 kg, with their centers separated by 030 m, can be calculated as follows: Fg

(667 10

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The other way of getting the compiler is as part of Visual Studio .NET. The beta of Visual Studio .NET 2005 is currently available, with the final release scheduled for late 2005. To find out more about getting the .NET SDK or the Visual Studio .NET 2005 beta, please consult this book s page on the Apress Web site at http://www.apress.com.

N m2/kg2)(726 kg)(726 kg) (030 m)2

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You know that on Earth s surface, the weight of an object of mass m is a measure of Earth s gravitational attraction: Fg mg If Earth s mass is represented by mE and Earth s radius is represented by rE, the following is true: Fg G

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When compiling code, the C# compiler must be able to locate information about the components that are being used. It will automatically search the file named mscorlib.dll, which contains the lowest-level .NET entities, such as data types. To use other components, the appropriate DLL for that component must be specified on the command line. For example, to use WinForms, you must specify the system.winforms.dll file as follows: csc /r:system.winforms.dll myfile.cs The usual naming convention is for the DLL to be the same as the namespace name.

LISTING 17-1 (continued) sertxd ("Left",CR,LF) gosub left wait 2 sertxd ("Right",CR,LF) gosub right wait 2 loop ' ==== End Main Program - subroutines follow ==== fwd: ' go forward gosub stopp ' always stop first high B0 ' setup for forward low B2 high B5 low B7 high enable ' enable output return bak: gosub stopp low B0 high B2 low B5 high B7 high enable return left: gosub stopp low B0 high B2 high B5 low B7 high enable return right: gosub stopp high B0 low B2 low B5 high B7 high enable return stopp: low enable wait 2 return ' go in reverse ' always stop first ' setup for reverse

When you compare the mass of Earth to that of a bowling ball, you can see why the gravitational attraction between everyday objects is not easily observed Cavendish s experiment determined the value of G, confirmed Newton s prediction that a gravitational force exists between two objects, and helped calculate the mass of Earth

6 Neptune s Orbital Period Neptune orbits the Sun with an orbital radius of 4495 1012 m, which allows gases, such as methane, to condense and form an atmosphere, as shown in Figure 7-8 If the mass of the Sun is 199 1030 kg, calculate the period of Neptune s orbit 9 Universal Gravitational Constant Cavendish did his experiment using lead spheres Suppose he had replaced the lead spheres with copper spheres of equal mass Would his value of G be the same or different Explain 10 Laws or Theories Kepler s three statements and Newton s equation for gravitational attraction are called laws Were they ever theories Will they ever become theories 11 Critical Thinking Picking up a rock requires less effort on the Moon than on Earth a How will the weaker gravitational force on the Moon s surface affect the path of the rock if it is thrown horizontally b If the thrower accidentally drops the rock on her toe, will it hurt more or less than it would on Earth Explain

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