1
00:00:00,510 --> 00:00:02,380
High students in this video.

2
00:00:02,580 --> 00:00:05,310
Let's discuss about the auto center now.

3
00:00:05,310 --> 00:00:10,820
Remember, the auto center is the meeting point of the altitude's of the triangle right now.

4
00:00:10,820 --> 00:00:17,100
How do you find the auto center you need to find to altitude's and then you need to find a point of

5
00:00:17,100 --> 00:00:17,740
intersection.

6
00:00:17,970 --> 00:00:20,250
So what do I mean with finding two older dudes?

7
00:00:20,520 --> 00:00:26,550
You need to find the equation of two older dudes, and then you need to find the point of intersection.

8
00:00:27,000 --> 00:00:29,120
For example, over here you have a triangle.

9
00:00:29,400 --> 00:00:33,710
Now you need to find these two old dudes, for example.

10
00:00:33,870 --> 00:00:37,770
And the point where they will meet is called the auto center.

11
00:00:38,010 --> 00:00:44,550
Now, for example, if you know the equation of this side, let's call it aside, a Abe and let this

12
00:00:44,550 --> 00:00:45,390
be point C.

13
00:00:45,570 --> 00:00:53,100
If you know the equation of side, you can find the equation of a line perpendicular to a B, right.

14
00:00:53,430 --> 00:01:01,800
And then you need to find the Y intercept of this line by substituting Point C into the equation that

15
00:01:02,040 --> 00:01:04,370
you get in one way here.

16
00:01:04,560 --> 00:01:07,320
And with that you can find the equation of this older dude.

17
00:01:07,590 --> 00:01:12,870
Similarly, you can find the equation of this altitude and then you need to solve those two equations

18
00:01:13,020 --> 00:01:14,340
to get the auto center.

19
00:01:14,520 --> 00:01:17,670
Now, let's do an example to understand this in a better manner.
