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21 Lunar Gravity Compare the force holding a 100-kg rock on Earth and on the Moon The acceleration due to gravity on the Moon is 162 m/s2 22 Real and Apparent Weight You take a ride in a fast elevator to the top of a tall building and ride back down while standing on a bathroom scale During which parts of the ride will your apparent and real weights be the same During which parts will your apparent weight be less than your real weight More than your real weight Sketch freebody diagrams to support your answers 23 Acceleration Tecle, with a mass of 650 kg, is standing by the boards at the side of an iceskating rink He pushes off the boards with a force of 90 N What is his resulting acceleration 24 Motion of an Elevator You are riding in an elevator holding a spring scale with a 1-kg mass suspended from it You look at the scale and see that it reads 93 N What, if anything, can you conclude about the elevator s motion at that time

25 Mass Marcos is playing tug-of-war with his cat using a stuffed toy At one instant during the game, Marcos pulls on the toy with a force of 22 N, the cat pulls in the opposite direction with a force of 195 N, and the toy experiences an acceleration of 625 m/s2 What is the mass of the toy 26 Acceleration A sky diver falls at a constant speed in the spread-eagle position After he opens his parachute, is the sky diver accelerating If so, in which direction Explain your answer using Newton s laws 27 Critical Thinking You have a job at a meat warehouse loading inventory onto trucks for shipment to grocery stores Each truck has a weight limit of 10,000 N of cargo You push each crate of meat along a low-resistance roller belt to a scale and weigh it before moving it onto the truck However, right after you weigh a 1000-N crate, the scale breaks Describe a way in which you could apply Newton s laws to figure out the approximate masses of the remaining crates

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Because the time interval over which the forces were exerted is the same, the impulses are equal in magnitude, but opposite in direction According to Newton s third law of motion, FC on D FD on C Thus, pCf pCi (pDf pDi), or pCf pDf pCi pDi

After Collision (final)

The odd-man out here, in some sense, is JavaScript. Everyone knows that JavaScript can be used to script web pages, but did you know that you can script your app with it The WebKit framework included with Mac OS X won t let you create an entire app in JavaScript, but it does let you build in a scripting layer, with or without a web view, that lets someone familiar with JavaScript define some of what happens in your application. This is something you re most likely to use in conjunction with a web view. Using the WebView class from WebKit, you can reach through to a WebScriptObject, which lets you call JavaScript functions from Objective-C, and also lets you expose an Objective-C object to the JavaScript interpreter, so that the JavaScript code can call Objective-C methods, using a method-to-function mapping similar to what we described for PyObjC. This is primarily useful if you want to use a WebView to lay out your GUI, but still include controls in your GUI that can affect things outside of the javascript environment. But wait, there s more! Besides the JavaScript support that WebKit gives you, there s a third-party option called JSCocoa, which fully bridges JavaScript with Cocoa, using the same JavaScript engine (JavaScriptCore) that s a part of WebKit. This lets you write complete Cocoa applications in JavaScript, much like you can in Python or Ruby. One nice feature of JSCocoa, which it shares with Cappuccino (described in the final section

This equation states that the sum of the momenta of the balls is the same before and after the collision That is, the momentum gained by ball D is equal to the momentum lost by ball C If the system is defined as the two balls, the momentum of the system is constant, and therefore, momentum is conserved for the system

Under what conditions is the momentum of the system of two balls conserved The first and most obvious condition is that no balls are lost and no balls are gained Such a system, which does not gain or lose mass, is said to be a closed system The second condition required to conserve the momentum of a system is that the forces involved are internal forces; that is, there are no forces acting on the system by objects outside of it

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