1 00:00:00,450 --> 00:00:05,669 Hello, my name is Maria Miller from MathMyMoth.com. In this video we are going to study how to 2 00:00:05,669 --> 00:00:10,929 draw a right angle and a rectangle. And this drawing a right angle is good for about third 3 00:00:10,929 --> 00:00:16,809 grade math. Drawing a rectangle is both for third and fourth grade. And you need a tool 4 00:00:16,809 --> 00:00:23,989 to do this and I am going to use a protractor first of all. Let's say here is your line 5 00:00:23,989 --> 00:00:28,649 and you need to draw a right angle. It means you need to draw another line here that goes 6 00:00:28,649 --> 00:00:34,369 at a right angle with your existing line. Okay? So you have to position your protractor 7 00:00:34,369 --> 00:00:38,929 so that this is going to be where you're going to draw. You're going to draw along this line, 8 00:00:38,929 --> 00:00:44,329 right? This side. And so just position your protractor so that your 90 degree mark here 9 00:00:44,329 --> 00:00:49,729 lines up with your existing line and then the midpoint here, however it is marked, has 10 00:00:49,729 --> 00:00:59,929 to line up with your line too. And then you just draw. So it's pretty simple. I'm going 11 00:00:59,929 --> 00:01:05,109 to show you also how to do this same thing using a triangular ruler. This is a triangular 12 00:01:05,109 --> 00:01:11,829 ruler and we can also use this to draw a right angle or actually to draw a line that goes 13 00:01:11,829 --> 00:01:18,629 at the right angle called a perpendicular line. Again you need to use this side to actually 14 00:01:18,629 --> 00:01:27,090 draw your line. So just position your ruler so that this corner here is exactly at your 15 00:01:27,090 --> 00:01:31,870 existing line, and then you have to find your midpoint here, which in my ruler it is the 16 00:01:31,870 --> 00:01:38,329 number 8 is marking the midpoint, so that has to line up too. Go exactly at the existing 17 00:01:38,329 --> 00:01:45,010 line. There, and now I'm ready to draw the line. Okay, that makes a perpendicular line 18 00:01:45,010 --> 00:01:50,810 and my right angle is of course here now. If need be, I could then erase this line or 19 00:01:50,810 --> 00:01:55,030 whatever is needed to be erased. I'm going to change back to my protractor because that's 20 00:01:55,030 --> 00:02:02,310 what I prefer. A common exercise that's given is to draw a perpendicular line or a right 21 00:02:02,310 --> 00:02:07,930 angle so that it is at this given point, so that the line goes through this point. So 22 00:02:07,930 --> 00:02:13,990 again, you're going to draw along this side. So just put this one here. Oh, I need to do 23 00:02:13,990 --> 00:02:18,530 it this way this time and then line up the 90 degree mark over here with the 24 00:02:18,530 --> 00:02:34,419 existing line there a little difficult okay like that here's my right angle oh 25 00:02:34,419 --> 00:02:38,340 it could be that you have to draw your line so that it goes through a point 26 00:02:38,340 --> 00:02:43,680 that is not on the existing line again you just have to line up you're gonna 27 00:02:43,680 --> 00:02:51,969 draw over here and then you have to line up your 90 degree mark and the dot 28 00:02:51,969 --> 00:02:57,650 and everything. It takes some practice to line up everything. Then you're ready to 29 00:02:57,650 --> 00:03:04,889 draw. So here I could get my 90 degrees. Now you can also use this method to draw 30 00:03:04,889 --> 00:03:10,789 a parallel line. Let's see how that goes about. I would first draw a line that is 31 00:03:10,789 --> 00:03:14,530 perpendicular, a line that is at the right angle, then another line that is at 32 00:03:14,530 --> 00:03:20,930 the right angle with my first line. Okay, first I will draw just any line that is 33 00:03:20,930 --> 00:03:27,789 at the right angle, using the same method here. Now I will draw a line that is at the 34 00:03:27,789 --> 00:03:37,539 right angle with this red line. Okay, I can't see my 90 degree mark, I better continue this 35 00:03:37,539 --> 00:03:47,620 line some more here. Now I can line up my 90 degree mark here and then just draw a line 36 00:03:47,620 --> 00:03:54,020 here. So I got the line that is parallel to the existing line. Of course there are other 37 00:03:54,020 --> 00:03:58,659 methods for doing this too. But this is if you are allowed to use a protractor or a triangular 38 00:03:58,659 --> 00:04:06,860 ruler. Lastly, we're going to draw a rectangle. And I wrote here 50 centimetres and 20 centimetres 39 00:04:06,860 --> 00:04:10,960 because that's how big I have to draw it so that it won't be just a teeny one here on 40 00:04:10,960 --> 00:04:14,439 the board. But for students who are drawing it on the paper, they need to use smaller 41 00:04:14,439 --> 00:04:19,259 numbers because 50 centimetres would exceed paper size, so maybe 10 and 4 centimetres 42 00:04:19,259 --> 00:04:25,079 or something like that. Now we will start out by drawing first the one side of the 43 00:04:25,079 --> 00:04:31,259 rectangle and I need this for drawing the right angles and then a normal ruler 44 00:04:31,259 --> 00:04:44,050 for drawing longer lines. So let's draw first a line then I need to measure on 45 00:04:44,050 --> 00:05:00,149 it the 50 centimeters here and here and now let's draw a line that goes at the 46 00:05:00,149 --> 00:05:18,199 right angle. The best we can, as accurately as we can. There. And on this side, there's 47 00:05:18,199 --> 00:05:30,439 a lot of lining up to do and it is hard to be 100% accurate. So, don't be surprised if 48 00:05:30,439 --> 00:05:37,480 these don't exactly match with, don't look like rectangles. Okay, I need my centimeters 49 00:05:37,480 --> 00:05:57,860 here to measure 20. There, now I have marked the 20 cm and 20 cm. So, now I should be able 50 00:05:57,860 --> 00:06:10,519 to just draw a line from here to here. And here's my rectangle.