1 1 00:00:00,600 --> 00:00:04,283 Now, the Minor 7 Scale. 2 2 00:00:04,283 --> 00:00:07,420 This is sometimes called the Dorian scale. 3 3 00:00:07,420 --> 00:00:08,990 Again, don't worry about why for 4 4 00:00:08,990 --> 00:00:13,670 now, but you will come across this term in Jazz books so it's worth mentioning. 5 5 00:00:13,670 --> 00:00:18,481 This is used over a minor chord that occurs within a major key. 6 6 00:00:18,481 --> 00:00:19,770 So if you look at the key of C. 7 7 00:00:19,770 --> 00:00:22,823 [SOUND] You know it has a family of chords. 8 8 00:00:22,823 --> 00:00:26,805 C major 7, D minor 7, E minor 7, and so on. 9 9 00:00:26,805 --> 00:00:31,703 This minor 7 scale is used over the minor chord built on the second chord in 10 10 00:00:31,703 --> 00:00:33,215 the family of chords. 11 11 00:00:33,215 --> 00:00:34,840 So that's [SOUND]. 12 12 00:00:34,840 --> 00:00:39,100 And C would be used over the D minor 7. 13 13 00:00:39,100 --> 00:00:42,211 And the scale would be all the white keys from D to D. 14 14 00:00:42,211 --> 00:00:46,576 [MUSIC] 15 15 00:00:46,576 --> 00:00:47,517 It's called a Dorian. 16 16 00:00:47,517 --> 00:00:52,637 [MUSIC] 17 17 00:00:52,637 --> 00:00:57,087 And the reason you would use this scale a lot is because the second family chord in 18 18 00:00:57,087 --> 00:00:58,291 a key is played a lot. 19 19 00:00:58,291 --> 00:01:02,040 It very often leads back to the tonic chord using the circle of fifths. 20 20 00:01:02,040 --> 00:01:10,320 So, you very often play D minor seven, G seven, back to the tonic. 21 21 00:01:10,320 --> 00:01:14,130 So, how do we memorize this minor seven scale? 22 22 00:01:14,130 --> 00:01:15,090 There are two ways. 23 23 00:01:16,620 --> 00:01:20,678 One way would be to think in terms of a flattened 3rd and 24 24 00:01:20,678 --> 00:01:22,629 flattened 7th of a major scale. 25 25 00:01:23,630 --> 00:01:29,404 So instead of playing it in D minor, let's say, we wanted to play a C minor 7 scale. 26 26 00:01:29,404 --> 00:01:31,223 So, if you play a C major scale. 27 27 00:01:31,223 --> 00:01:34,875 [MUSIC] 28 28 00:01:34,875 --> 00:01:36,652 And then, if you flatten the 3rd. 29 29 00:01:36,652 --> 00:01:40,708 1, 2, 3, and the 7th, 30 30 00:01:40,708 --> 00:01:44,431 that's a minor 7 scale. 31 31 00:01:44,431 --> 00:01:51,385 [MUSIC] 32 32 00:01:51,385 --> 00:01:54,957 Okay, so you would play that over C minor 7. 33 33 00:01:54,957 --> 00:01:59,495 [MUSIC] 34 34 00:01:59,495 --> 00:02:03,025 So basically it's just [SOUND]. 35 35 00:02:03,025 --> 00:02:05,810 There's the major scale, and you flatten the third in the seven. 36 36 00:02:05,810 --> 00:02:11,453 [SOUND] Got the minor 7 scale. 37 37 00:02:11,453 --> 00:02:13,421 And a second memory trick for 38 38 00:02:13,421 --> 00:02:18,190 a minor 7 scale is similar to how you formed the natural minor scale. 39 39 00:02:19,200 --> 00:02:25,100 So if you remember that a minor 7 scale also has a close relation to a major 40 40 00:02:25,100 --> 00:02:30,449 scale, this time it's a whole tone or two half tones to the left. 41 41 00:02:30,449 --> 00:02:32,586 So, if you look again at the C minor 7 scale 42 42 00:02:32,586 --> 00:02:36,544 [MUSIC] 43 43 00:02:36,544 --> 00:02:39,655 Notice that it's got two flats, B flat, [SOUND] and E flat. 44 44 00:02:39,655 --> 00:02:44,193 [MUSIC] 45 45 00:02:44,193 --> 00:02:48,954 Now if you go a whole tone which is two half steps, two half tones left of C. 46 46 00:02:48,954 --> 00:02:53,610 [SOUND] And play a major skill based on that tone. 47 47 00:02:53,610 --> 00:02:59,413 [MUSIC] 48 48 00:02:59,413 --> 00:03:02,165 Okay, you'll see that that's the major scale of B flat. 49 49 00:03:02,165 --> 00:03:05,869 It's got two flats exactly the same, B flat and E flat. 50 50 00:03:05,869 --> 00:03:10,966 [MUSIC] 51 51 00:03:10,966 --> 00:03:14,008 So, these two scales are described as close relatives. 52 52 00:03:14,008 --> 00:03:19,232 In fact, they contain the exact same notes but they just start on a different key. 53 53 00:03:19,232 --> 00:03:23,690 So B flat starts on B flat, B flat major scale. 54 54 00:03:23,690 --> 00:03:24,498 [MUSIC] 55 55 00:03:24,498 --> 00:03:28,728 C minor seven has exactly the same notes but it starts on the C instead. 56 56 00:03:28,728 --> 00:03:33,313 [MUSIC] 57 57 00:03:33,313 --> 00:03:35,113 So, both have the same note. 58 58 00:03:35,113 --> 00:03:38,520 So, if you have a C minor 7th chord in left hand 59 59 00:03:38,520 --> 00:03:41,178 [MUSIC] 60 60 00:03:41,178 --> 00:03:46,123 You can actually play the scale of C minor 7 or B flat over same notes. 61 61 00:03:46,123 --> 00:03:48,152 [MUSIC] 62 62 00:03:48,152 --> 00:03:48,849 There's B flat. 63 63 00:03:48,849 --> 00:03:55,152 [MUSIC] 64 64 00:03:55,152 --> 00:03:57,394 Let's look at another example. 65 65 00:03:57,394 --> 00:03:59,983 D minor 7 scale. 66 66 00:03:59,983 --> 00:04:05,821 So the trick is, that D minor 7 is a close relation to the major scale 67 67 00:04:05,821 --> 00:04:11,371 a whole tone or two half tones to the left of the root of the scale. 68 68 00:04:11,371 --> 00:04:16,169 So you want to play a D minor seven scale, the written note is D, 69 69 00:04:16,169 --> 00:04:20,983 so you go a whole tone left, and play a major scale on that note. 70 70 00:04:20,983 --> 00:04:23,095 [MUSIC] 71 71 00:04:23,095 --> 00:04:26,647 So that's all the note on the D minor 7 scale, but you start on D. 72 72 00:04:26,647 --> 00:04:32,800 [MUSIC] 73 73 00:04:32,800 --> 00:04:36,283 So, let's try an F minor 7 scale. 74 74 00:04:36,283 --> 00:04:42,157 So, you want to know the notes for F minor 7 scale, starting on F. 75 75 00:04:42,157 --> 00:04:46,441 And you remember that it's got a close relation to major scale, 76 76 00:04:46,441 --> 00:04:47,880 two half tones left. 77 77 00:04:47,880 --> 00:04:49,907 So, a major scale built on E flat. 78 78 00:04:49,907 --> 00:04:54,807 [MUSIC]. 79 79 00:04:54,807 --> 00:04:56,548 Okay, three flats. 80 80 00:04:56,548 --> 00:04:59,845 B flat, E flat and A flat. 81 81 00:04:59,845 --> 00:05:03,246 So, that's the notes for the F minor 7 scale. 82 82 00:05:03,246 --> 00:05:08,146 [MUSIC] 83 83 00:05:08,146 --> 00:05:11,767 Same notes just starting on a different point. 84 84 00:05:11,767 --> 00:05:15,949 So, hopefully your starting to understand that the easiest way to see how 85 85 00:05:15,949 --> 00:05:20,409 it works is to try the D minor seven scale first, which is all the way from D to D. 86 86 00:05:20,409 --> 00:05:24,530 [MUSIC] 87 87 00:05:24,530 --> 00:05:27,483 Because it's easy to see where those notes come from, 88 88 00:05:27,483 --> 00:05:29,288 they come from the C major scale. 89 89 00:05:29,288 --> 00:05:31,319 [MUSIC] 90 90 00:05:31,319 --> 00:05:33,665 All the way, no, but if you play from D to D. 91 91 00:05:33,665 --> 00:05:37,426 [MUSIC] 92 92 00:05:37,426 --> 00:05:40,487 That's the D minor seven scale, so 93 93 00:05:40,487 --> 00:05:44,985 you can see that its relation is to the C major scale. 94 94 00:05:44,985 --> 00:05:46,367 [MUSIC] 95 95 00:05:46,367 --> 00:05:50,640 Which is two half tones to the left, so any scale you can do that with.