Median of a Triangle | MathHelp.com - By MathHelp.com
Transcript
| 00:0-1 | a median of a triangle is a segment that joins | |
| 00:05 | a vertex of the triangle to the midpoint of the | |
| 00:08 | opposite side . For example , in triangle abc shown | |
| 00:14 | here , segment A X . Is a median of | |
| 00:19 | triangle abc because one of its endpoints A . Is | |
| 00:25 | a vertex of the triangle and its other end point | |
| 00:29 | X . Is the midpoint of the opposite side . | |
| 00:35 | Note that Triangle ACC has three medians segment B . | |
| 00:41 | Y . In the next diagram is also a median | |
| 00:45 | of triangle abc because one of its endpoints B is | |
| 00:51 | a vertex of the triangle and its other end point | |
| 00:55 | , Why is the midpoint of the opposite side ? | |
| 01:00 | And segment C . Z is a median of the | |
| 01:04 | triangle because one of its endpoints see is a vertex | |
| 01:09 | of the triangle and its other end point Z . | |
| 01:14 | Is the midpoint of the opposite side . |
Summarizer
DESCRIPTION:
This lesson covers math ratios. Students learn that the ratio of one number to another is the result of the first number divided by the second number. Given various figures, students are then asked to determine ratios of side lengths or angle measures. Students are also given word problems involving ratios.
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