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A great feature on your iPad to find information is the Spotlight Search Apple s proprietary search method for a global search through your iPad for a name, event, or subject. The concept is simple; let s say you are looking for something related to Martin. You cannot remember if it was an e-mail, a Note, or a Calendar event, but you do know it was related to Martin. This is the perfect time to use the Spotlight Search feature to find everything related to Martin on your iPad.

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a = 4; b = 1; ParametricPlot[{x[ ], y[ ]}, { , 0, 2 o}]

a = 8; b = 5; ParametricPlot[{x[ ], y[ ]}, { , 0, 10 o}]

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Table 2 provides some quick links to help you connect your iPad to the Web (using WiFi or 3G), buy and enjoy songs or videos (iTunes, iPod, and Videos), get out of apps, sleep, power off, unlock your iPad, use the electronic Picture Frame, and more.

ContourPlot[y2 x3(2 x), {x, 0, 2}, {y, 2, 2}, Frame False, Axes True]

Even more thorough is the every-path testing criterion. A path is a unique sequence of program nodes that are executed by a test case. In the testing matrix (Example 10.2) above, there were eight subdomains. Each of these just happens to be a path. In that example, there are sixteen di erent combinations of T and F. However, eight of those combinations are infeasible paths. That is, there is no test case that

ContourPlot[y2 x3 + 3x2, {x, 3, 3}, {y, 8, 8}, Axes True, Frame False]

Turn the iPad on or off Adjust settings and connect to the Internet (via Wi-Fi or 3G) Return to Home Screen Power/Sleep button. Press and hold this key on the top.

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4.15 The polar graph r = q is called the Spiral of Archimedes. Sketch the graph for 0 10 and then again for 10 10 .

PolarPlot[p, {p, 0, 10 o}]

Unlock the iPad Enable Picture Frame Completely power down Press and hold power key your iPad Sync music, videos, pictures, addresses, calendar, email, and notes with your computer

PolarPlot[p, {p, 10 o, 10 o}]

Consider the following error data (given as the times between errors): 4, 3, 5, 6, 4, 6, 7. The instantaneous error rates are the inverses of the inter-error times: 0.25, 0.33, 0.20, 0.17, 0.25, 0.17, and 0.14. Plotting these against error number gives a downward curve, as shown in Figure 3-2. This suggests that the actual error rate is decreasing.

10 10

Table 3 gives you links to everything from organizing and finding your contacts to managing your calendar, from reading and responding to your e-mail to getting driving directions, and more.

10 10

4.16 The equation r = sin n , where n is a positive integer, represents a family of polar curves called roses. Investigate the behavior of this family and form a conjecture about how the number of loops is related to n.

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