1 1 00:00:00,700 --> 00:00:01,892 Memory tricks for all the scales. 2 2 00:00:01,892 --> 00:00:04,052 The scales with flat notes. 3 3 00:00:04,052 --> 00:00:08,816 So the first memory trick I can show you is we're looking earlier that 4 4 00:00:08,816 --> 00:00:13,761 the only scale that starts on a white note that contains a flat note is F. 5 5 00:00:13,761 --> 00:00:17,123 [MUSIC] 6 6 00:00:17,123 --> 00:00:17,900 Which has B-flat. 7 7 00:00:17,900 --> 00:00:20,025 [MUSIC] 8 8 00:00:20,025 --> 00:00:22,151 So that's the only one with a flat in it, that starts with a white note. 9 9 00:00:22,151 --> 00:00:25,552 So the fact that it's the odd man out will help you remember it. 10 10 00:00:25,552 --> 00:00:30,597 [MUSIC] 11 11 00:00:30,597 --> 00:00:31,947 And the other side of that, 12 12 00:00:31,947 --> 00:00:35,076 most of the scales with flat notes will start on the black keys. 13 13 00:00:35,076 --> 00:00:39,804 So just as the scales with the sharps, most of them start on the white keys. 14 14 00:00:39,804 --> 00:00:43,374 Most of the scales with flats will start on the black keys. 15 15 00:00:43,374 --> 00:00:47,727 Now as with the sharp keys, the flats happen. 16 16 00:00:47,727 --> 00:00:51,570 They arise in a certain order, which will help you memorize them. 17 17 00:00:51,570 --> 00:00:53,863 First key will have one flat. 18 18 00:00:53,863 --> 00:00:58,858 [MUSIC] 19 19 00:00:58,858 --> 00:01:00,924 Another will have two flats, so B-flat. 20 20 00:01:00,924 --> 00:01:03,677 [MUSIC] 21 21 00:01:03,677 --> 00:01:07,009 That has B-flat and E-flat and so on. 22 22 00:01:07,009 --> 00:01:11,328 So the order of the flats arise is easy to remember. 23 23 00:01:11,328 --> 00:01:17,786 If you think of the word BEAD, B-E-A-D, then ad G and C. 24 24 00:01:17,786 --> 00:01:20,351 So this sounds the same as the circle of fifths, but 25 25 00:01:20,351 --> 00:01:22,269 don't worry about that just for now. 26 26 00:01:22,269 --> 00:01:23,441 Just memorize this. 27 27 00:01:23,441 --> 00:01:29,631 So the order of flats is B-flat, E-flat, A-flat, D-flat, G-flat, then C-flat. 28 28 00:01:29,631 --> 00:01:33,079 So B, E, A, D, G, C, all flats. 29 29 00:01:33,079 --> 00:01:37,425 So for instance, if you know a key has two flats, 30 30 00:01:37,425 --> 00:01:41,247 you know they must be B-flat and E-flat. 31 31 00:01:41,247 --> 00:01:43,504 That's start of B, B and E. 32 32 00:01:43,504 --> 00:01:44,787 B-flat and E-flat. 33 33 00:01:44,787 --> 00:01:50,093 If a key has three flats, they must be B flat, E flat, Ab. 34 34 00:01:50,093 --> 00:01:52,597 The start of the word BEAD, B-flat, E-flat, A-flat. 35 35 00:01:52,597 --> 00:01:59,131 If a key has four flats, it must contain the four flats B-flat, 36 36 00:01:59,131 --> 00:02:03,977 E-flat, A-flat, D-flat, BEAD and so on. 37 37 00:02:03,977 --> 00:02:08,278 Another memory trick is that if you're on the first note of a flat scale. 38 38 00:02:08,278 --> 00:02:11,979 So for instance, if you're on a D-flat [SOUND] and 39 39 00:02:11,979 --> 00:02:17,192 you're trying to work out how many fats are in this key or major scale. 40 40 00:02:17,192 --> 00:02:21,066 [SOUND] If you used the sequence, the B, E, A, D, G, 41 41 00:02:21,066 --> 00:02:25,804 C, all flat sequence and count up to the notes you're on [SOUND] and 42 42 00:02:25,804 --> 00:02:30,309 then add one more, you'll find the exact flats for that key. 43 43 00:02:30,309 --> 00:02:34,230 Now this sounds complicated, but if you just observe a few times, you'll get it. 44 44 00:02:34,230 --> 00:02:39,285 [SOUND] So you're in the key of D-flat or you're playing the major scale of 45 45 00:02:39,285 --> 00:02:44,438 D-flat and you wanna find out the number of flats in this key or this scale. 46 46 00:02:44,438 --> 00:02:48,804 So climb up through the sequence, [SOUND] the BEAD sequence. 47 47 00:02:48,804 --> 00:02:53,122 B-flat, E-flat, A-flat, D-flat, so that's the note you're on. 48 48 00:02:53,122 --> 00:02:54,568 Stop there, then add one. 49 49 00:02:54,568 --> 00:02:59,095 So you've got B-flat, E-flat, A-flat, D-flat and G-flat. 50 50 00:02:59,095 --> 00:03:04,378 So that's the number of flats in the exact flats in this scale, in this key. 51 51 00:03:04,378 --> 00:03:08,668 [SOUND] B-flat, E-flat, A-flat, D-flat plus G-flat. 52 52 00:03:08,668 --> 00:03:11,152 So, it's got five flats in it. 53 53 00:03:11,152 --> 00:03:14,466 So that really only leaves F and C unflattened. 54 54 00:03:14,466 --> 00:03:18,695 [MUSIC] 55 55 00:03:18,695 --> 00:03:20,465 So it's all the black, but in that octave. 56 56 00:03:20,465 --> 00:03:25,575 [MUSIC] 57 57 00:03:25,575 --> 00:03:27,258 Or try E-flat. 58 58 00:03:27,258 --> 00:03:31,499 So, [SOUND] playing in the key of E-flat or you're playing the major scale of 59 59 00:03:31,499 --> 00:03:35,627 E-flat and you want to find out how many flats does it have and which ones? 60 60 00:03:35,627 --> 00:03:39,406 So, [SOUND] count through the sequence up to the note you're on. 61 61 00:03:39,406 --> 00:03:42,668 B-flat, E-flat that's the note you're on, add one. 62 62 00:03:42,668 --> 00:03:45,478 B-flat, E-flat, A-flat. 63 63 00:03:45,478 --> 00:03:49,181 So this has definitely got B-flat, E-flat, plus A-flat. 64 64 00:03:49,181 --> 00:03:54,760 B-flat, E-flat, A-flat or B-flat, E-flat, A-flat. 65 65 00:03:54,760 --> 00:04:01,686 [MUSIC] 66 66 00:04:01,686 --> 00:04:02,655 Try it with A-flat. 67 67 00:04:02,655 --> 00:04:06,939 [SOUND] Here an A-flat and you want to find out how many flats, 68 68 00:04:06,939 --> 00:04:11,822 the key of A-flat or the major scale of A-flat has and what they are. 69 69 00:04:11,822 --> 00:04:16,476 So you count up through the sequence, B-flat, E-flat, 70 70 00:04:16,476 --> 00:04:18,997 A-flat plus one more D-flat. 71 71 00:04:18,997 --> 00:04:22,602 So it's got B-flat, A-flat, A-flat and D flat. 72 72 00:04:22,602 --> 00:04:26,763 Or B-flat, E-flat, A-flat, D-flat. 73 73 00:04:26,763 --> 00:04:34,442 Try B flat. 74 74 00:04:34,442 --> 00:04:36,098 Try it down here this time. 75 75 00:04:36,098 --> 00:04:38,878 So you count up through the sequence. 76 76 00:04:38,878 --> 00:04:43,408 [SOUND] You're on B-flat, you're in the key of B-flat, you're playing a major 77 77 00:04:43,408 --> 00:04:47,560 scale of B-flat, you want to know how many flats is in it and what they are. 78 78 00:04:47,560 --> 00:04:51,758 So you count up to that [SOUND] through the B sequence, B-flat. 79 79 00:04:51,758 --> 00:04:54,318 You're on it already, you just add one more. 80 80 00:04:54,318 --> 00:04:55,926 So B-flat plus E-flat. 81 81 00:04:55,926 --> 00:05:04,362 [MUSIC] 82 82 00:05:04,362 --> 00:05:06,639 Now a more unusual one is the G-flat. 83 83 00:05:06,639 --> 00:05:10,226 So let's have a look at it. 84 84 00:05:10,226 --> 00:05:14,377 Count up through the sequence, [SOUND] so you're on G-flat. 85 85 00:05:14,377 --> 00:05:20,106 So count up to that, B-Flat, E-flat, A-flat, D-flat, G-flat. 86 86 00:05:20,106 --> 00:05:24,417 So you've got five already, that's the note you're on and add the last one, 87 87 00:05:24,417 --> 00:05:25,211 the C-flat. 88 88 00:05:25,211 --> 00:05:28,914 Now the unusual thing is C-flat is not a black key. 89 89 00:05:28,914 --> 00:05:31,730 There's C-flat and you get and see you get a white key. 90 90 00:05:31,730 --> 00:05:35,712 Looks odd, don't worry why, just memorize that. 91 91 00:05:35,712 --> 00:05:39,851 So that C-flat's the key to the left of C, which happens to be the B note. 92 92 00:05:39,851 --> 00:05:46,039 [SOUND] So the key of G-flat has six flats. 93 93 00:05:46,039 --> 00:05:50,504 So it's got B-flat, E-flat, A-flat, 94 94 00:05:50,504 --> 00:05:54,498 D-flat, G-flat [SOUND] and C-flat. 95 95 00:05:54,498 --> 00:05:58,063 So the only one that's [SOUND] really not flattened is the F. 96 96 00:05:58,063 --> 00:06:08,220 [MUSIC] 97 97 00:06:08,220 --> 00:06:09,224 So the memory tricks again. 98 98 00:06:09,224 --> 00:06:13,804 First of all, F is the only flat key that starts on a white key. 99 99 00:06:13,804 --> 00:06:18,257 [SOUND] All the rest start on the black keys. 100 100 00:06:18,257 --> 00:06:22,363 Sequence the flat arises uses the word BEAD, 101 101 00:06:22,363 --> 00:06:26,916 B-E-A-D plus G, C, like the cycle of fifths. 102 102 00:06:26,916 --> 00:06:30,364 So B-flat, A-flat, D-flat, G-flat and C-flat. 103 103 00:06:30,364 --> 00:06:33,316 And you can know how many flats are in a key, 104 104 00:06:33,316 --> 00:06:37,498 if you count up the sequence to the key that you're playing or 105 105 00:06:37,498 --> 00:06:41,926 they key that you're wanting to find out about and add one more. 106 106 00:06:41,926 --> 00:06:45,713 So again, the example is so if you're in A-flat, 107 107 00:06:45,713 --> 00:06:49,684 [SOUND] count up to that, B-flat, E-flat A-flat. 108 108 00:06:49,684 --> 00:06:51,420 That's what you're on, add one more. 109 109 00:06:51,420 --> 00:06:53,550 D-flat and you'll find all the flats. 110 110 00:06:53,550 --> 00:06:55,900 B-flat, E-flat, A-flat and D-flat.