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You may decide you want to listen to another song from the same album rather than going to the next song in the playlist or genre list. In the lower right corner of the Now Playing screen you ll see a small button with three lines on it. (If you don t see any controls, tap the screen once to bring them up.)

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poly = 1 + 2 x + 3 y + 4 x y + 5 x2 y + 6 x y2 + 7 x2 y2; Collect[poly, x] 1 + 3 y + x(2 + 4 y + 6 y2) + x2 (5 y + 7 y2) Collect[poly, y] 1 + 2 x +(3 + 4 x + 5 x2)y +(6 x + 7 x2)y2

EXAMPLE 7 The following Manipulate command expands (x + 1)n to any power between 1 and 10, controlled

by radio buttons. Manipulate[Expand[(x + 1)n] //TraditionalForm,{n, Range[10]}, ControlType RadioButton]

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Tap that button and the view switches to a small image of the album cover. The screen now displays all the songs on that album. Touch another song on the list and that song will begin to play. NOTE: If you were in the middle of a playlist or a Genius Playlist and you start listening to another song from an album, you will not be taken back to that playlist. You ll need to either go back to your playlist library or tap Genius to make a new Genius Playlist.

By default, Factor allows factorization only over the integers. There are options that allow this default to be overridden.

Not only is the depth of the inheritance tree signi cant, but the width of the inheritance tree. The number of children metric is the number of immediate subclasses subordinated to a class in the inheritance hierarchy. This metric is calculated for each class.

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Extension {extension1, extension2, . . .} can be used to specify a list of algebraic numbers that may be included as well. (The brackets, {}, are not needed if only one extension is used.) Extension Automatic extends the field to include any algebraic numbers that appear in the polynomial. GaussianIntegers True allows the factorization to take place over the set of integers with adjoined. Alternatively, or I may be included in the list of extensions.

There are several settings you can adjust to tweak your music-playing to your tastes. You ll find these in the Settings menu. Just touch the Settings icon on your Home Screen. In the middle of the Settings screen, touch the iPod tab to bring you to the iPod music settings screen. There are four settings you can adjust on this screen; Sound Check, EQ, Volume Limit, and Lyrics & Podcast Info.

Factor[x8 41 x4 + 400] ( 2 + x)(2 + x)( 5 + x2)(4 + x2)(5 + x2) Factor[x8 41 x4 + 400, GaussianIntegers True]

( 2 + x)( 2 + x)(2 + x)(2 + x)( 5 + x2)(5 + x2)

Using Sound Check (Auto Volume Adjust)

12.2.4 METRIC 4: COUPLING BETWEEN OBJECT CLASSES (CBO)

Factor[x8 41 x4 + 400, Extension 5 ] ( 5 x)( 2+ x)(2+ x)( 5 + x)(4+ x2)(5+ x2) Factor[x8 41 x4 + 400, Extension {I, 5 }] ( 5 x)( 5 x)( 5 + x)( 2+ x)( 2 +x)(2 + x)(2+ x)( 5 + x) )

The greatest common divisor (GCD) of polynomials, p1, p2, . . . is the polynomial of largest degree that can be divided evenly (remainder = 0) into p1, p2, . . . . The least common multiple (LCM) of polynomials p1, p2, . . . is the polynomial of smallest degree that can be divided evenly by p1, p2, . . . .

TIP: Because songs are recorded at different volumes, sometimes during playback a particular song might sound quite loud compared to another. Sound Check can eliminate this. If Sound Check is set to ON, all your songs will play back at roughly the same volume.

PolynomialGCD[p1, p2,...] computes the greatest common divisor of the polynomials p1, p2, . . . PolynomialLCM[p1, p2,...] computes the least common multiple of the polynomials p1, p2, . . .

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