1
00:00:00,750 --> 00:00:06,660
I students, welcome to Triangles, let's get started discussing some of the basics of a triangle.

2
00:00:06,960 --> 00:00:08,140
Let's take an example.

3
00:00:08,370 --> 00:00:14,000
Over here we have Triangle, ABC and Triangle is a three sided figure.

4
00:00:14,010 --> 00:00:15,380
So three sides are there.

5
00:00:15,540 --> 00:00:20,010
You have A, B, B, C, and these are the three sides of this triangle.

6
00:00:20,460 --> 00:00:23,150
Remember, the triangle is a three sided polygon.

7
00:00:23,640 --> 00:00:26,100
You cannot have a polygon with two sides.

8
00:00:27,360 --> 00:00:28,950
All right, let's move on.

9
00:00:29,100 --> 00:00:36,900
It has three angles, you can see that the three angles are angle B, C, that's angle E, you can call

10
00:00:36,900 --> 00:00:39,900
it angle E also and you have Angle ABC.

11
00:00:40,170 --> 00:00:45,060
That's Angle B and you have Angle BCA, which is Angle C.

12
00:00:45,430 --> 00:00:45,810
All right.

13
00:00:46,020 --> 00:00:48,360
And this triangle over here has three.

14
00:00:48,360 --> 00:00:49,180
What is this.

15
00:00:49,680 --> 00:00:55,130
That's A, that's B and this is C, these are the three vertices of this triangle.

16
00:00:55,320 --> 00:00:58,980
And how do we know the triangle really know using this shape.

17
00:00:58,980 --> 00:01:02,100
This is Triangle ABC, that's how we call it.

18
00:01:02,460 --> 00:01:07,590
Now we will discuss various interesting properties about triangles so that you'll be able to solve any

19
00:01:07,590 --> 00:01:09,360
question that comes from triangles.

20
00:01:09,660 --> 00:01:10,620
Let's move on.

21
00:01:11,670 --> 00:01:17,620
Over here again, I take a triangle ABC now over here, we know that it has three sites, right?

22
00:01:17,850 --> 00:01:26,010
The side opposite angle, it is denoted with small letter E, the side opposite angle B is denoted with

23
00:01:26,010 --> 00:01:30,810
smaller the B and the side opposite Anglesey is denoted with small little C.

24
00:01:30,990 --> 00:01:35,520
Now remember A, B and C, these are lengths of these sites.

25
00:01:37,250 --> 00:01:45,170
Therefore, length of side B C is denoted as small letter M, length of side AC is denoted with small

26
00:01:45,170 --> 00:01:49,730
letter B and length of side A, B is denoted with small letters.

27
00:01:49,730 --> 00:01:50,060
See?

28
00:01:50,420 --> 00:01:54,620
Now, let me mark these angles as angle one angle to an angle three.

29
00:01:55,100 --> 00:02:01,130
Now, in a triangle, the angle opposite the greater side will be greater.

30
00:02:01,580 --> 00:02:06,040
But for example, over here you can see that A is greater than C, right?

31
00:02:06,050 --> 00:02:12,260
Remember, these are lengths, the A's of greater length than C, but what can we derive out of that

32
00:02:12,500 --> 00:02:13,930
based on this property?

33
00:02:14,090 --> 00:02:20,870
We can see that the angle opposite it, which is that angle that's capital a right or angle one that

34
00:02:20,870 --> 00:02:26,480
will be greater than angle opposite C, which is Anglesey or angle three.

35
00:02:26,480 --> 00:02:30,890
So we can find that angle one will be greater than angle three.
