WEBVTT 00:00:05.002 --> 00:00:06.411 Hey how you doing. 00:00:06.411 --> 00:00:08.401 Justin here for another ukulele lesson for you. 00:00:08.401 --> 00:00:11.690 and today we are checking out shape one of the 00:00:11.690 --> 00:00:13.190 moveable chords. 00:00:13.190 --> 00:00:15.990 Okay, so. Hopefully by this stage you're really hip with all of 00:00:15.990 --> 00:00:19.161 the open chord shapes on the uke that we've covered so far in the course. 00:00:19.161 --> 00:00:22.120 And now we're going to look at the chord shapes that move 00:00:22.120 --> 00:00:23.510 up and down the neck. 00:00:23.510 --> 00:00:26.200 Okay, and this particular one that we're looking at today 00:00:26.200 --> 00:00:27.670 I've called shape one. 00:00:27.670 --> 00:00:31.850 Now, the root note for that is on the first string. Okay? 00:00:31.850 --> 00:00:35.520 The one that start with the note A. Okay? 00:00:35.520 --> 00:00:40.170 So, you need to be familiar with the notes on the first string. 00:00:40.170 --> 00:00:43.741 Okay? Particularly the ones kind of early on from the nut, 00:00:43.741 --> 00:00:46.980 say the first 5/6 frets particularly. Ok? 00:00:46.980 --> 00:00:48.400 So let's get to a close up. 00:00:48.400 --> 00:00:50.670 Check out this chord and what the root note is, 00:00:50.670 --> 00:00:53.970 and see if we can't change the chords around a little bit. 00:00:54.211 --> 00:00:58.431 Okay, Here we are with the first of our moveable chord shapes ... 00:00:58.431 --> 00:00:59.740 for the ukulele. 00:00:59.740 --> 00:01:01.800 This one I call Shape One. 00:01:02.090 --> 00:01:04.920 We're going to start with the third finger 00:01:04.920 --> 00:01:07.510 on the fourth fret of the fourth string. 00:01:07.512 --> 00:01:11.841 Then we put the second finger down in the third fret of the third string, 00:01:11.841 --> 00:01:16.523 and we use our 1st finger to cover 2 strings in the 2nd fret. 00:01:16.523 --> 00:01:20.107 That'll be the 1st string and the 2nd string on the 2nd fret. 00:01:20.107 --> 00:01:23.693 Some people prefer to put the fingers down in order, so 1st finger 1st, 00:01:23.693 --> 00:01:27.336 doing a little mini-barré there, 2nd finger down on the 3rd fret 00:01:27.336 --> 00:01:31.812 of the 3rd string, 3rd finger down on the 4th fret of the 4th string. 00:01:31.812 --> 00:01:33.902 ♪ 00:01:33.902 --> 00:01:35.061 That's what it sounds like. 00:01:35.061 --> 00:01:36.623 ♪ 00:01:36.623 --> 00:01:40.219 For those of you who're curious where it comes from, if you remember our A chord, 00:01:40.219 --> 00:01:40.999 ♪ 00:01:41.001 --> 00:01:43.623 Open chord, we've re-fingered that using strings 2 and 3, 00:01:43.623 --> 00:01:47.285 if we move that up one fret and then our 1st finger replaces the nut, 00:01:47.285 --> 00:01:48.272 ♪ 00:01:48.272 --> 00:01:50.967 That's where we've got it! So, that's (♪) A chord, 00:01:50.967 --> 00:01:59.649 Up one fret from A chord would be A sharp (♪), up one more would be B (♪) 00:01:59.649 --> 00:02:02.938 And here is our root note. So, that was the note A. 00:02:02.938 --> 00:02:04.063 ♪ 00:02:04.063 --> 00:02:11.118 If we wanted to play a B chord, - A, A#, B - (♪) 00:02:11.118 --> 00:02:13.425 There's B, (♪),- B chord! 00:02:13.425 --> 00:02:16.473 What would it be if we move it up one more fret? (♪) 00:02:16.473 --> 00:02:20.091 What's this note here? (♪) 3rd fret of the thinnest string. 00:02:20.091 --> 00:02:26.625 That would be the note C (♪) So that would be a C chord (♪) 00:02:26.625 --> 00:02:29.408 We already got a C chord like that. But we can play it ( ♪) 00:02:29.408 --> 00:02:30.998 It's another way of playing a C chord now, 00:02:31.009 --> 00:02:33.574 so, we could do that (♪), way, or that way (♪) 00:02:33.574 --> 00:02:36.899 Same chord. You can hear it sounds slightly different, but it's essentially 00:02:36.899 --> 00:02:44.615 the same chord. Anyone figure out where we'd put it if we wanted to play a D# chord? 00:02:44.615 --> 00:02:52.761 Think about it! So, we had an A there, A#, B, C, C#, D, D# 00:02:52.761 --> 00:02:59.715 Right up on the 6th fret (♪) That's how we'd get our D# chord (♪) 00:02:59.715 --> 00:03:01.040 Okay, so, make sure you get that! 00:03:01.040 --> 00:03:07.883 So we've got A,- would be the open chord,- up one, A sharp/B flat, up another one B. 00:03:07.883 --> 00:03:16.523 C, C sharp/D flat, D, D sharp/E flat, E. 00:03:16.523 --> 00:03:20.717 Okay, so it's a moveable chord shape. 00:03:20.717 --> 00:03:23.712 Very-very cool little idea, you'll learn lots of different chords this way. 00:03:23.712 --> 00:03:28.836 So, it get's cooler. 'cause that's the major chord, ok? If I move it back to B. 00:03:28.836 --> 00:03:30.903 So, 1st finger's in the 2nd fret. 00:03:30.903 --> 00:03:31.878 ♪ 00:03:31.878 --> 00:03:35.464 That's the major chord. If we take off the 2nd finger, 00:03:35.464 --> 00:03:37.899 and move the bar over, so it's covering now 00:03:37.899 --> 00:03:43.114 3 strings, so we've got: 4th fret, 2nd fret, 2nd fret, 2nd fret. 00:03:43.114 --> 00:03:46.849 Now I'm kind of moving my 2nd finger other way, so you can see, I'd normally 00:03:46.849 --> 00:03:53.877 just leave it hanging around. Okay, so 4th fret, 2nd, 2nd, 2nd 00:03:53.877 --> 00:03:57.025 That would be a B minor chord. 00:03:57.025 --> 00:04:02.355 Ok? So, major..minor...ok? 00:04:02.355 --> 00:04:04.298 Now, the same idea just moves around. 00:04:04.298 --> 00:04:08.914 So, if we wanted to say, take it up to a D chord at the 5th fret, 00:04:08.914 --> 00:04:13.878 that'll be a D major chord. That'll be a D minor. 00:04:13.878 --> 00:04:19.110 Ok? Major...minor...major...minor... 00:04:19.110 --> 00:04:24.120 Ok? So, if I wanted you to play a B flat minor chord, you'd start with A, 00:04:24.130 --> 00:04:29.270 find the root note first, so that'd be A, A#/ B flat,- ok, there's the root note, 00:04:29.275 --> 00:04:32.016 now, we know, that was the major shape, oh, there's the minor shape! 00:04:32.016 --> 00:04:34.296 There's B flat minor (♪) 00:04:34.298 --> 00:04:37.881 What, if we wanted to play a D flat minor? 00:04:37.881 --> 00:04:46.597 Ok, 1st of all, you find where the D is, so, A, A sharp, B, C, C sharp, D, 00:04:46.597 --> 00:04:52.164 Then we want a D flat,- we said, D flat minor, so, D, flat, we put down the shape 00:04:52.164 --> 00:04:57.707 and we want D flat minor. So, we'd use that shape (♪) - Ok? 00:04:57.707 --> 00:05:00.114 If you're really clever, you could 've gone straight to the D flat, there, and then 00:05:00.114 --> 00:05:05.334 put down the minor grip - ok? So, a really good exercise is to try 00:05:05.334 --> 00:05:11.001 playing a few songs, just using these shapes. See, if you can find some tunes that 00:05:11.001 --> 00:05:19.346 are just using these (♪) 00:05:19.346 --> 00:05:22.355 Ok? there's all sorts of different little things that you can find that're just using 00:05:22.355 --> 00:05:25.286 these one-shape kinda grips moving around. 00:05:25.286 --> 00:05:29.048 Ok, so, we've looked at major, and minor, 00:05:29.048 --> 00:05:33.327 There's also another really cool one which is dominant 7 (♪) 00:05:33.327 --> 00:05:38.295 Ok? So, we're just barring the whole neck now. Ok? So, this is more like a proper barré chord 00:05:38.295 --> 00:05:42.535 that we'd have on guitar; covering all 4 strings with the 1st finger, 00:05:42.535 --> 00:05:47.857 and then we add the 2nd finger in the 3rd fret of the 3rd string. 00:05:47.857 --> 00:05:49.267 ♪ 00:05:49.267 --> 00:05:51.533 2-3-2-2 00:05:51.533 --> 00:05:54.082 Root note's still here, this would be a B7. 00:05:54.082 --> 00:05:58.143 ♪ 00:05:58.143 --> 00:06:03.893 If we wanted a D7: ok, find B, C, C sharp, D. 00:06:03.893 --> 00:06:04.835 Put the shape down! 00:06:04.835 --> 00:06:07.342 ♪ 00:06:07.342 --> 00:06:10.033 Ok? it's really important that you get used to this idea of finding 00:06:10.033 --> 00:06:14.393 the root note on the thinnest string and then putting down the appropriate shape. 00:06:14.403 --> 00:06:18.123 Either major, minor, or 7. 00:06:19.703 --> 00:06:22.943 It's very likely, that learning these moveable shapes on the uke are 00:06:22.943 --> 00:06:26.213 a little bit more challenging then the regular open chords and require 00:06:26.216 --> 00:06:29.079 a little bit more finger strength, but it's just practice! 00:06:29.079 --> 00:06:32.998 Particularly on ukulele, the fact that strings are nice and soft and you don't 00:06:32.998 --> 00:06:36.516 usually have to press'em down too hard, should make it relatively easy. 00:06:36.516 --> 00:06:39.213 It's definitely not as difficult as learning barré chords on the guitar. 00:06:39.213 --> 00:06:42.973 The big deal is, making sure that you know those root notes. 'Cause without knowing the 00:06:42.975 --> 00:06:45.023 root notes, the notes on that thinnest string, 00:06:45.023 --> 00:06:47.524 you're not gonna be able to use these shapes. 00:06:47.524 --> 00:06:51.338 But what this has done, in case you hadn't realised,- is given you a whole lotta chords. 00:06:51.338 --> 00:06:56.407 You've got 3 chords on each different fret that you know know, a maj. chord, a min.chord 00:06:56.407 --> 00:07:00.057 and a dominant 7th on every fret, all the way up, as far as you can get 00:07:00.060 --> 00:07:03.443 your fingers still in the frets - ok? That's a whole lot of chords. 00:07:03.443 --> 00:07:07.613 I don't know exactly how many, but a LOT. Depends on, I guess, how far up the neck 00:07:07.613 --> 00:07:10.738 you feel like you can get to. But this gives you access now to 00:07:10.738 --> 00:07:16.318 all of those chords that you couldn't play before. if you see C#min. or E flat7 00:07:16.320 --> 00:07:19.149 or whatever, these kind of chords that you might not have been able to play in an 00:07:19.149 --> 00:07:22.359 open position, you can now play them using this shape one. 00:07:22.359 --> 00:07:26.281 There's five shapes alltogether. But this particular shape is the one that 00:07:26.281 --> 00:07:30.372 I recommend you spend quite a bit of time with first-ok? And it's got that root note 00:07:30.372 --> 00:07:33.618 on the thinnest string, which is in some instances is the easiest string 00:07:33.618 --> 00:07:38.124 to remember the note names of - ok? So, get to grips with that solidly first, 00:07:38.124 --> 00:07:41.120 before you even think about learning more shapes, but when you're ready, 00:07:41.120 --> 00:07:43.655 join me for the next one, and we're gonna be looking at Shape Two! 00:07:43.655 --> 00:07:45.275 Take care of yourselves! Bye-bye!