How to Construct a Median of a Triangle?
We can construct the median of any triangle using following steps:
Step 1: Sketch the triangle on paper, labelling its vertices A, B, and C.
Step 2: Locate the midpoint of each side by drawing perpendicular lines from the midpoint of each side.
Step 3: Draw lines from each midpoint to the opposite vertex to form the medians.
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Median of a Triangle
Median of a Triangle is a line segment that joins a vertex of a triangle to the midpoint of the opposite side. A median divides the joining into two equal parts. Each triangle has three medians, one originating from each vertex. These medians intersect at a point called the centroid, which lies within the triangle.
In this article, we will learn about, Median of Triangle Definition, Properties of Median of Triangle, Examples related to Median of Triangle, and others in detail.
Table of Content
- What is Median of a Triangle?
- Properties of Median of Triangle
- Altitude and Median of Triangle
- Formula of Median of Triangle
- How to Find Median of Triangle with Coordinates?
- Length of Median Formula
- Median of Equilateral Triangle
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