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Newton used a drawing similar to the one shown in Figure 7-9 to illustrate a thought experiment on the motion of satellites Imagine a cannon, perched high atop a mountain, firing a cannonball horizontally with a given horizontal speed The cannonball is a projectile, and its motion has both vertical and horizontal components Like all projectiles on Earth, it would follow a parabolic trajectory and fall back to the ground If the cannonball s horizontal speed were increased, it would travel farther across the surface of Earth, and still fall back to the ground If an extremely powerful cannon were used, however, the cannonball would travel all the way around Earth, and keep going It would fall toward Earth at the same rate that Earth s surface curves away In other words, the curvature of the projectile would continue to just match the curvature of Earth, so that the cannonball would never get any closer or farther away from Earth s curved surface The cannonball would, therefore, be in orbit Newton s thought experiment ignored air resistance For the cannonball to be free of air resistance, the mountain on which the cannon is perched would have to be more than 150 km above Earth s surface By way of comparison, the mountain would have to be much taller than the peak of Mount Everest, the world s tallest mountain, which is only 885 km in height A cannonball launched from a mountain that is 150 km above Earth s surface would encounter little or no air resistance at an altitude of 150 km, because the mountain would be above most of the atmosphere Thus, a cannonball or any object or satellite at or above this altitude could orbit Earth for a long time



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4 public class Stone implements Runnable { 5 static int id = 1; 6 public void run() { 7 try { 8 id = 1 - id; 9 if(id == 0) { pick(); } else { release(); } 10 } catch(Exception e) { } 11 } 12 private static synchronized void pick() throws Exception { 13 Systemoutprint("P "); Systemoutprint("Q "); 14 } 15 private synchronized void release() throws Exception { 16 Systemoutprint("R "); Systemoutprint("S "); 17 } 18 public static void main(String[] args) { 19 Stone st = new Stone(); 20 new Thread(st)start(); 21 new Thread(st)start(); 22 } }

Figure 13-3 The gas in the tank on the diver s back is at high pressure This pressure is reduced by the regulator so that the pressure of the gas the diver breathes is equal to the water pressure In the photo, you can see bubbles coming from the regulator





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How to Easily Create a PDF Document in ASP.NET Core Web API
DinkToPdf is a cross-platform oriented library which is the wrapper for the Webkit HTML to PDF library. It uses ...

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Combining Boyle s law and Charles s law relates the pressure, temperature, and volume of a fixed amount of ideal gas, which leads to the equation called the combined gas law

How much pressure do you exert when standing on one foot Have a partner trace your foot, and then use the outline to estimate its area 1 Determine your weight in newtons and the area of the outline in m2 2 Calculate the pressure 3 Compare and contrast the pressure you exert on the ground with the pressure exerted by various objects For example, you could weigh a brick and determine the pressure it exerts when resting on different faces Analyze and Conclude 4 How do shoes with high heels affect the pressure that a person exerts on the ground

For a fixed amount of an ideal gas, the pressure times the volume, divided by the Kelvin temperature equals a constant

Which are true (Choose all that apply) A The output could be P Q R S B The output could be P R S Q

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Pdf can load a PDF file with fill-in form, fill the form fields and then save the filled document. The following sample demonstrates how to do this: ...

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As shown in Figure 13-4, the combined gas law reduces to Boyle s law under conditions of constant temperature and to Charles s law under conditions of constant pressure The ideal gas law You can use the kinetic-molecular theory to discover how the constant in the combined gas law depends on the number of particles, N Suppose that the volume and temperature of an ideal gas are held constant If the number of particles increases, the number of collisions that the particles make with the container will increase, thereby increasing the pressure Removing particles decreases the number of collisions, and thus, decreases the pressure You can conclude that the constant in the combined gas law equation is proportional to N

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Feb 28, 2018 · Aspose.PDF for .NET is a feature rich PDF API that allows the developers to embed PDF document creation, manipulation & conversion capabilities in their .NET applications. It supports working with many popular file formats including PDF, XFA, TXT, HTML, PCL, XML, XPS, EPUB, TEX and image file formats.












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