0:00:14.104,0:00:15.858 When we watch a film or a play, 0:00:15.882,0:00:17.000 we know that the actors 0:00:17.024,0:00:19.032 probably learned[br]their lines from a script, 0:00:19.056,0:00:22.326 which essentially tells them[br]what to say and when to say it. 0:00:23.080,0:00:26.232 A piece of written music[br]operates on exactly the same principle. 0:00:26.755,0:00:28.091 In a very basic sense, 0:00:28.115,0:00:31.179 it tells a performer what to play[br]and when to play it. 0:00:31.901,0:00:34.425 Aesthetically speaking,[br]there's a world of difference 0:00:34.449,0:00:37.379 between, say, Beethoven and Justin Bieber, 0:00:37.403,0:00:38.642 but both artists have used 0:00:38.666,0:00:41.148 the same building blocks[br]to create their music: 0:00:41.172,0:00:42.226 notes. 0:00:42.250,0:00:44.877 And although the end result[br]can sound quite complicated, 0:00:44.901,0:00:48.415 the logic behind musical notes[br]is actually pretty straightforward. 0:00:48.439,0:00:49.447 Let's take a look 0:00:49.471,0:00:51.662 at the foundational[br]elements to music notation 0:00:51.686,0:00:54.628 and how they interact[br]to create a work of art. 0:00:55.684,0:00:59.345 Music is written on five parallel lines[br]that go across the page. 0:00:59.822,0:01:01.901 These five lines are called a staff, 0:01:01.925,0:01:04.194 and a staff operates on two axes: 0:01:04.218,0:01:05.493 up and down 0:01:05.517,0:01:06.721 and left to right. 0:01:07.258,0:01:09.179 The up-and-down axis tells the performer 0:01:09.203,0:01:11.912 the pitch of the note[br]or what note to play, 0:01:11.936,0:01:13.437 and the left-to-right axis 0:01:13.461,0:01:15.531 tells the performer the rhythm of the note 0:01:15.555,0:01:16.936 or when to play it. 0:01:17.436,0:01:18.989 Let's start with pitch. 0:01:19.013,0:01:21.037 To help us out,[br]we're going to use a piano, 0:01:21.061,0:01:24.388 but this system works for pretty much[br]any instrument you can think of. 0:01:25.186,0:01:26.805 In the Western music tradition, 0:01:26.829,0:01:30.226 pitches are named after[br]the first seven letters of the alphabet, 0:01:30.250,0:01:31.693 A, B, C, 0:01:31.717,0:01:33.678 D, E, F, and G. 0:01:34.446,0:01:36.595 After that, the cycle repeats itself: 0:01:36.619,0:01:38.634 A, B, C, D, E, F, G, 0:01:38.658,0:01:39.992 A, B, C, D, E, F, G, 0:01:40.016,0:01:41.079 and so on. 0:01:41.564,0:01:43.660 But how do these pitches get their names? 0:01:44.199,0:01:46.269 Well, for example, if you played an F 0:01:46.293,0:01:47.484 and then played another F 0:01:47.508,0:01:49.192 higher or lower on the piano, 0:01:49.216,0:01:51.264 you'd notice that they sound[br]pretty similar 0:01:51.288,0:01:53.064 compared to, say, a B. 0:01:53.738,0:01:54.955 Going back to the staff, 0:01:54.979,0:01:57.649 every line and every space[br]between two lines 0:01:57.673,0:01:59.325 represents a separate pitch. 0:02:00.051,0:02:03.107 If we put a note on one of these lines[br]or one of these spaces, 0:02:03.131,0:02:05.658 we're telling a performer[br]to play that pitch. 0:02:05.682,0:02:08.009 The higher up on the staff[br]a note is placed, 0:02:08.033,0:02:09.412 the higher the pitch. 0:02:09.436,0:02:11.913 But there are obviously[br]many, many more pitches 0:02:11.937,0:02:14.587 than the nine that these[br]lines and spaces gives us. 0:02:14.611,0:02:16.140 A grand piano, for example, 0:02:16.164,0:02:17.818 can play 88 separate notes. 0:02:18.281,0:02:21.281 So how do we condense[br]88 notes onto a single staff? 0:02:21.774,0:02:23.981 We use something called a clef, 0:02:24.005,0:02:26.974 a weird-looking figure[br]placed at the beginning of the staff, 0:02:26.998,0:02:28.678 which acts like a reference point, 0:02:28.702,0:02:30.804 telling you that a particular[br]line or space 0:02:30.828,0:02:33.582 corresponds to a specific note[br]on your instrument. 0:02:33.606,0:02:35.964 If we want to play notes[br]that aren't on the staff, 0:02:35.988,0:02:38.111 we kind of cheat and draw[br]extra little lines 0:02:38.135,0:02:39.354 called ledger lines 0:02:39.378,0:02:41.076 and place the notes on them. 0:02:41.100,0:02:44.449 If we have to draw so many ledger lines[br]that it gets confusing, 0:02:44.473,0:02:46.748 then we need to change[br]to a different clef. 0:02:47.872,0:02:50.206 As for telling a performer[br]when to play the notes, 0:02:50.230,0:02:52.101 two main elements control this: 0:02:52.125,0:02:54.043 the beat and the rhythm. 0:02:54.473,0:02:56.053 The beat of a piece of music is, 0:02:56.077,0:02:58.000 by itself, kind of boring. 0:02:58.024,0:02:59.713 It sounds like this. 0:03:00.348,0:03:01.577 (Ticking) 0:03:02.173,0:03:03.649 Notice that it doesn't change, 0:03:03.673,0:03:05.961 it just plugs along quite happily. 0:03:05.985,0:03:07.030 It can go slow 0:03:08.546,0:03:09.625 or fast 0:03:10.490,0:03:11.910 or whatever you like, really. 0:03:11.934,0:03:14.604 The point is that just[br]like the second hand on a clock 0:03:14.628,0:03:17.172 divides one minute into sixty seconds, 0:03:17.196,0:03:20.185 with each second just as long[br]as every other second, 0:03:20.209,0:03:21.974 the beat divides a piece of music 0:03:21.998,0:03:25.092 into little fragments of time[br]that are all the same length: 0:03:25.116,0:03:26.138 beats. 0:03:26.826,0:03:28.550 With a steady beat as a foundation, 0:03:28.574,0:03:30.190 we can add rhythm to our pitches, 0:03:30.214,0:03:32.366 and that's when music[br]really starts to happen. 0:03:33.413,0:03:35.032 This is a quarter note. 0:03:35.056,0:03:36.769 It's the most basic unit of rhythm, 0:03:36.793,0:03:38.271 and it's worth one beat. 0:03:38.749,0:03:41.292 This is a half note,[br]and it's worth two beats. 0:03:41.316,0:03:43.413 This whole note here is worth four beats, 0:03:43.437,0:03:45.354 and these little guys are eighth notes, 0:03:45.378,0:03:46.713 worth half a beat each. 0:03:47.409,0:03:49.829 "Great," you say, "what does that mean?" 0:03:49.853,0:03:52.527 You might have noticed[br]that across the length of a staff, 0:03:52.551,0:03:55.215 there are little lines dividing it[br]into small sections. 0:03:55.239,0:03:56.926 These are bar lines 0:03:56.950,0:03:59.355 and we refer to each section as a bar. 0:03:59.955,0:04:01.718 At the beginning of a piece of music, 0:04:01.742,0:04:02.843 just after the clef, 0:04:02.867,0:04:04.939 is something called the time signature, 0:04:04.963,0:04:07.985 which tells a performer[br]how many beats are in each bar. 0:04:08.009,0:04:10.154 This says there are two beats in each bar, 0:04:10.178,0:04:11.500 this says there are three, 0:04:11.524,0:04:13.572 this one four, and so on. 0:04:13.596,0:04:15.861 The bottom number tells[br]us what kind of note 0:04:15.885,0:04:18.332 is to be used as the basic[br]unit for the beat. 0:04:18.800,0:04:20.488 One corresponds to a whole note, 0:04:20.512,0:04:21.618 two to a half note, 0:04:21.642,0:04:23.546 four to a quarter note, 0:04:23.570,0:04:25.527 and eight to an eighth note, and so on. 0:04:25.958,0:04:27.305 So this time signature here 0:04:27.329,0:04:30.101 tells us that there are four[br]quarter notes in each bar, 0:04:30.125,0:04:32.053 one, two, three, four; 0:04:32.077,0:04:33.617 one, two, three, four, 0:04:33.641,0:04:34.697 and so on. 0:04:35.173,0:04:36.337 But like I said before, 0:04:36.361,0:04:37.800 if we just stick to the beat, 0:04:37.824,0:04:39.355 it gets kind of boring, 0:04:39.379,0:04:42.242 so we'll replace some quarter notes[br]with different rhythms. 0:04:42.913,0:04:44.913 Notice that even though[br]the number of notes 0:04:44.937,0:04:46.402 in each bar has changed, 0:04:46.426,0:04:48.998 the total number of beats[br]in each bar hasn't. 0:04:50.112,0:04:53.350 So, what does our musical[br]creation sound like? 0:04:53.374,0:04:55.736 (Music) 0:04:55.760,0:04:59.052 Eh, sounds okay, but maybe[br]a bit thin, right? 0:04:59.076,0:05:01.969 Let's add another instrument[br]with its own pitch and rhythm. 0:05:02.435,0:05:04.611 Now it's sounding like music. 0:05:05.789,0:05:08.766 Sure, it takes some practice[br]to get used to reading it quickly 0:05:08.790,0:05:10.798 and playing what we see on our instrument, 0:05:10.822,0:05:12.584 but, with a bit of time and patience, 0:05:12.608,0:05:14.355 you could be the next Beethoven 0:05:14.379,0:05:16.484 or Justin Bieber.