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Now that you know how to find your music, it is time to play it! Find a song or browse to a playlist using any of the methods listed above. Simply tap the song name and it will begin to play. This screen shows a picture of the album from which the song originates, and the name of the song at the top. Along the top of the screen you ll find the Volume slider bar, and the Previous Song, Play/Pause, and Next Song buttons. If you want to see other songs on the album, just double-tap the album cover and the screen will flip to show the other songs on that album. To just view a list of songs in the album, touch the List button in the lower right hand corner.

To 20 significant digits, the solution is 4.5776400119875772953 (last digit rounded up).

First, plot the two graphs. g1 = Graphics[Circle[{0, 0}, 5], Axes True]; g2 = Plot[x2 + x 10, {x, 5, 5}]; Show[g1, g2, AspectRatio Automatic, PlotRange { 10, 10}]

Tap the pause symbol (if your song is playing) or the play arrow (if the music is paused) to play or resume your song.

Measures from traditional software measurement could be applied. This might be useful within large functions. However, software measurement for non-objectoriented software uses the control ow graph (and variations such as the data ow graph) as the basic abstraction of the software. The control ow graph does not appear to be useful as an abstraction of object-oriented software. Little work

The parabola y = x2 + x + 1 intersects the circle x2 + y2 = 25 at four points. Now solve for the intersection points. Because of the complicated structure of the exact solution, we obtain a numerical approximation. NSolve[y x2 + x 10 && x2 + y2 25]

4.63752, x 1.86907}, {y 2.83654, x 4.11753}, {y 4., x 3.}, {y 3.80098, x 3.24846}}

If you are in a playlist, touching the Next arrow (to the right of the Play/Pause button) will advance you to the next song in the list. If you are searching through your music by album, touching Next will advance to the next song on the album. Touching the Previous button will do the reverse. NOTE: If you re at the beginning of a song, Previous will take you to the previous song. If the son is already playing, Previous will go to the beginning of the current song (and a second tap would go to the previous song).

First we plot both curves on the same set of axes. limacon = PolarPlot[5 4 Cos[t], {t, 0, 2 o}]; parabola = Plot[x2, {x, 3, 3}]; Show[limacon, parabola, PlotRange All]

1 Shyam Chidamber and Chris Kemerer, A Metrics Suite for Object Oriented Design, IEEE TOSE (Transactions on Software Engineering) 20:6 June 1994, 476 493. 2 Rachel Harrison, Steve Counsell, and Reuben Nithi, An Evaluation of the MOOD Set of Object-Oriented Software Metrics, IEEE TOSE 24:6 June 1998, 491 496.

8 6 4 2

There are two ways to adjust the volume on your iPad: using the external Volume buttons or using the Volume Slider control on the screen. The external Volume buttons are on the upper right side of the device. Press the Volume Up key (the top button) or the Volume Down key to raise or lower the volume. You ll see the Volume Slider control move as you adjust the volume. You can also just touch and hold the Volume Slider key and adjust the volume up or down. TIP: To quickly mute the sound, press and hold the Volume Down key for about 2 seconds.

2 2 4 6

We convert the equation of the limacon to rectangular coordinates: r = 5 4 cos r 2 = 5r 4r cos x 2 + y2 = 5 x 2 + y2 4 x The first intersection point appears to be near (2, 2): FindRoot [{y x2, x2 + y 2 5