1 00:00:01,430 --> 00:00:02,320 - [Instructor] We have learned 2 00:00:02,320 --> 00:00:04,757 that there are seven names to all the notes, 3 00:00:04,757 --> 00:00:08,484 ABCDEFG. 4 00:00:08,484 --> 00:00:11,790 We can now add to that list of seven 5 00:00:11,790 --> 00:00:13,920 all the notes with sharps and flats. 6 00:00:13,920 --> 00:00:15,050 So an A, 7 00:00:15,050 --> 00:00:16,379 then there could be an A sharp, 8 00:00:16,379 --> 00:00:17,260 B, B sharp, 9 00:00:17,260 --> 00:00:18,230 C, C sharp, 10 00:00:18,230 --> 00:00:19,063 D, D sharp, 11 00:00:19,063 --> 00:00:20,080 and so forth. 12 00:00:20,080 --> 00:00:21,500 The same with flats. 13 00:00:21,500 --> 00:00:22,600 A, A flat, 14 00:00:22,600 --> 00:00:23,790 G, G flat, 15 00:00:23,790 --> 00:00:24,790 F, F flat, 16 00:00:24,790 --> 00:00:25,700 and so forth. 17 00:00:26,690 --> 00:00:29,310 Let's go back to our piano keyboard. 18 00:00:29,310 --> 00:00:30,800 From the treble clef middle C, 19 00:00:30,800 --> 00:00:32,720 let's look at the octave above, 20 00:00:32,720 --> 00:00:35,280 the C on the third space. 21 00:00:35,280 --> 00:00:37,580 There are 12 note from the middle C 22 00:00:37,580 --> 00:00:39,355 to the third space C. 23 00:00:39,355 --> 00:00:42,629 These notes make up the chromatic scale. 24 00:00:42,629 --> 00:00:46,712 (plays chromatic scale on piano) 25 00:00:49,700 --> 00:00:51,490 Remember that between E and F 26 00:00:51,490 --> 00:00:52,904 and between B and C 27 00:00:52,904 --> 00:00:55,860 there isn't a black key. 28 00:00:55,860 --> 00:00:57,200 Using sharps, 29 00:00:57,200 --> 00:00:59,371 here are all of the names of the notes 30 00:00:59,371 --> 00:01:01,300 of the chromaic scale. 31 00:01:01,300 --> 00:01:02,710 C, C sharp, 32 00:01:02,710 --> 00:01:03,945 D, D sharp, 33 00:01:03,945 --> 00:01:06,395 E, F, F sharp, 34 00:01:06,395 --> 00:01:07,560 G, G sharp, 35 00:01:07,560 --> 00:01:10,040 A, A sharp, B, C. 36 00:01:11,350 --> 00:01:13,310 The distance between each of these notes 37 00:01:13,310 --> 00:01:14,810 is called a half step 38 00:01:14,810 --> 00:01:16,950 or the interval of a semitone, 39 00:01:16,950 --> 00:01:19,514 also called a minor second. 40 00:01:19,514 --> 00:01:24,090 An interval is the distance between two musical pitches. 41 00:01:24,090 --> 00:01:26,840 We already know one interval, an octave, 42 00:01:26,840 --> 00:01:27,870 and in future lessons, 43 00:01:27,870 --> 00:01:29,840 we will discuss many intervals, 44 00:01:29,840 --> 00:01:33,810 but for now let's focus on the interval of a half step. 45 00:01:33,810 --> 00:01:36,110 This is a fundamental building block 46 00:01:36,110 --> 00:01:38,360 of all musical intervals. 47 00:01:38,360 --> 00:01:42,473 A chromatic scale is made up of 12 half steps. 48 00:01:42,473 --> 00:01:44,490 Now let's look a the chromatic scale 49 00:01:44,490 --> 00:01:47,099 from the third space C in the treble clef 50 00:01:47,099 --> 00:01:50,510 descending using flats. 51 00:01:50,510 --> 00:01:53,300 C, B, B flat, 52 00:01:53,300 --> 00:01:54,669 A, A flat, 53 00:01:54,669 --> 00:01:56,109 G, G flat, 54 00:01:56,109 --> 00:01:58,830 F, E, E flat, 55 00:01:58,830 --> 00:02:01,870 D, D flat, C. 56 00:02:01,870 --> 00:02:04,220 All half steps. 57 00:02:04,220 --> 00:02:06,700 Towards the end of Rimsky-Korsakov's Scheherazade 58 00:02:06,700 --> 00:02:07,940 in the flute part, 59 00:02:07,940 --> 00:02:09,644 he writes a chromatic scale, 60 00:02:09,644 --> 00:02:12,180 but he uses a combination of sharps, flats, 61 00:02:12,180 --> 00:02:13,900 and naturals to make this scale, 62 00:02:13,900 --> 00:02:15,390 all half steps, 63 00:02:15,390 --> 00:02:17,169 a chromatic scale. 64 00:02:17,169 --> 00:02:20,836 (dramatic orchestral music)