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Consider two dice. Consider a rolling a 7 as an undesirable event that would make you lose a pot of $60. Calculate the risk probability and the risk impact of rolling a 7. Calculate the risk exposure. The risk probability is 6 cases out of 36 combinations, or 1/6. The risk impact is $60. The risk exposure is 1/6 times $60, or $10.

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Earlier in this book, we showed you how to get your music from iTunes on your computer into your iPad (see chapter 3). You can also learn more about using iTunes on your computer in 26. One of the great things about iTunes is that it is very easy to buy or obtain music, videos, podcasts, and audiobooks, and then use them in minutes right on your iPad. The iPad allows you to access iTunes (the mobile version) right on your device. After you purchase or request free items, they will be downloaded to your iPod app or Videos app on the iPad. They will also be automatically transferred to your iTunes library on your computer the next time you perform a sync, so you can also enjoy the same content on your computer.

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You do need an active Internet connection (either Wi-Fi or 3G/cellular) in order to access the iTunes store. Check out 4 to learn more about network connectivity.

A technique that can be used to visualize the risks of alternatives is to build a risk decision tree. The top-level branch splits based on the alternatives available. The next split is based on the probabilities of events happening. Each leaf node has the risk exposure for that event. The sum of the risk exposures for all leafs under the top-level split gives the total risk exposure for that choice.

0 0 1 1 2 1 2 1 2 0 0 0 0 0 1 2 0 1 2 0 0 1 6 2 3 1 6 0 1 2 1 2 0 0 0 1 2 1 2 0 0 1 3 0 0 1 2 1 6 1 3 0 0 0 2 3 1 3 0 0 1 2 1 6

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When you first received your iPad, iTunes was one of the icons on the first Home screen page. Touch the iTunes icon, and you will be taken to the mobile iTunes Store.

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A friend offers to play one of two betting games with you. Game A is that you toss a coin twice. He pays you $10 if you get two heads. You pay him $2 for each tail you toss. Game B is that you also toss a coin twice, but it costs you $2 to play and he pays you $10 if you get two heads. Which game should you play The risk decision tree is shown in Fig. 6-1. Both games total to $0.50. Thus, each time you play, your average gain is 50 cents. No matter which game you choose.

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NOTE: The iTunes app changes frequently. Since the iTunes app is really a web site, it is likely to change somewhat between the time we wrote this book and when you are looking at it on your iPad. Some of the screen images or buttons may look slightly different than the ones shown in this book.

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