Unit 2 Lesson 8 Introductory Video Script Course Music 7 Lesson Objective Semester A Unit 2 Lesson 8 The student will be able to accurately write ascending C, G, and F Major scales in Treble Clef and Bass Clef with key signatures. Visual Audio <Effect—Fade to image> <Image: http://pixabay.com/en/music-melodynotes-clef-sound-154840/> Have you ever heard a singer complain that a song isn’t in “their key?” What does that mean? In very simple terms, it tells us what note is DO in our major scale. <Effect—Move image across left to right> <Image: http://pixabay.com/en/music-notesstaff-violin-key-song-306157/> One of the most important parts of reading music is understanding keys. So far we have been working mostly in the key of C major, which has no sharps or flats. <Effect—Dissolve to image, display on white background> <Image: http://commons.wikimedia.org/wiki/Fi le:Music_Scale_Theory__Circle_of_Fifths.png> You have also briefly reviewed the circle of fifths. <Effect—Zoom in to top three keys (F, C< and G) in previous image> In this lesson we will take a closer look at three keys: C major, G major, and F major. <Effect—Display image at wide zoom, then zoom in> <Image: http://pixabay.com/en/twelvenumber-door-blue-195676/> As you know, the circle of fifths includes all 12 major keys. <Effect—Move image across right to left> <Image: MU7_A_2_8_VS_pic1> They are ordered by fifths—that is, each key is a perfect 5th interval from the key before it. <Effect—Drop images 1 and 2 from top, one at a time> <Image 1: http://pixabay.com/en/sharp-notemusic-note-action-27902/> So why are they ordered this way? Each key appears in the order of how many sharps or flats it includes. <Image 2: http://pixabay.com/en/flatnote-music-symbols-musical27906/> <Effect—Fade to image> <Image: http://pixabay.com/en/letters-abcalphabet-journal-font-451489/> We could consider C major the beginning of the circle because it has no sharps or flats. <Effect—Move image across right to left> <Image: http://pixabay.com/en/ringabout-pattern-colorful-circle449327/> Of course, a real circle has no beginning or end, so you could move in either direction from C. <Effect—Dissolve to image> <Image: http://pixabay.com/en/colorschromatic-circle-red-green-157474/> To help you think about the circle of fifths, picture a color wheel. <Effect—Drop image in from top> <Image: http://www.morguefile.com/archive/di splay/65295> If you know a bit about color theory, you will know that a color wheel is a circle with all of the colors on it. <Effect—Move image across left to right> <Image: http://pixabay.com/en/circles-colorsprimary-red-blue-27975/> It includes the primary colors: red, yellow, and blue. <Effect—Move image across right to left> <Image: http://commons.wikimedia.org/wiki/Fi le:Colorwheel.png> It also includes the secondary colors: orange, green, and purple. <Effect—Fade to image> <Image: http://commons.wikimedia.org/wiki/Fi le:Colorwheel.svg> A detailed color wheel will also show the color in between, like yellow-green and blue-green on either side of green. <Effect—Pull image up from bottom> <Image: http://pixabay.com/en/housenumber-shield-12-twelve-385719/> That would give you a total of 12 colors on the wheel. <Effect—Dissolve to image> <Image: http://commons.wikimedia.org/wiki/Fi le:Colorwheel.svg> You can see that each color is closely related to the colors on either side of it. <Effect—zoom towards lower right corner of wheel, as depicted in partial image below, in previous For example, green is closely related to both yellow-green and blue-green, just as yellowgreen is closely related to both yellow and image> green. <Effect—Fade to image> <Image: http://commons.wikimedia.org/wiki/Fi le:Music_Scale_Theory__Circle_of_Fifths.png> You can think of the keys in the circle of fifths the same way. Each key is closely related to those on either side of it. <Effect—zoom in to key of C in previous image> C major, with no sharps or flats, is closely related to both G major, with one sharp, and F major, with one flat. <Effect—zoom in to key of F in previous image> Likewise, F major is closely related to both C major, with no flats, and B flat major, with two flats. <Effect—Display image at close zoom, then zoom out> <Image: http://pixabay.com/en/letters-abcalphabet-journal-font-451489/> If you can remember that C major is the only key with no sharps or flat, you can figure out any other key by finding its place of the circle of fifths. <Effect—Dissolve to image> <Image: http://pixabay.com/en/piano- How do you figure out which key comes next in the circle? We will review perfect 5th intervals more later, but for now, take a quick look at your keyboard-keys-black-musical640334/> keyboard. <Effect—Move image across left to right> <Image: http://pixabay.com/en/music-scalenotes-musical-melody-38675/> What is the 5th note in the C major scale? It is a G. <Effect—Pull image up from bottom> <Image: http://pixabay.com/en/piano-keysclose-piano-keyboard-650490/ > If you count the piano keys, you will see that there are 3 and a half steps between C and G. <Effect—Move image across right to left> <Image: MU7_A_2_8_VS_pic1> So a perfect 5th interval is equal to 3 ½ steps. <Effect—Fade to image> <Image: http://pixabay.com/en/pianokeyboard-keys-music-362252/> If you count 3 ½ steps up from any key you will find the perfect 5th: the same key that comes next in the circle of fifths. <Effect—Drop image in from top> <Image: MU7_A_2_8_VS_pic2> To review, C major has no sharps or flats, so a C major ascending scale is C D E F G A B C. <Effect—Move image across left to right> <Image: MU7_A_2_8_VS_pic3> G major had one sharp. The G major ascending scale is G A B C D E F# (f sharp) G. <Effect—Dissolve to image> <Image: MU7_A_2_8_VS_pic4> And F major has one flat, so its ascending scale is F G A Bb (b flat) C D E F. <Effect—Pull image up from bottom> <Image: http://pixabay.com/en/piano-musickeys-piano-keyboard-453845/> Once you know what note you want to start on, you should be able to determine its key signature. <Effect—Dissolve to image> <Image: http://pixabay.com/en/music-scalenotes-musical-melody-38675/> And once you can do that, you can easily write the major scale.
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