Just like median, we also have an attitude for triangle properties.Įvery triangle can have 3 altitudes i.e., one from each vertex as you can clearly see in the image below.Īll the 3 altitudes of a triangle always meet at a single point regardless of the shape of the triangle. However, we could do this from any vertex, but we most commonly see it from the top. In our triangle here in the above diagram, if we draw a line from vertex A perpendicular to the opposite side, it will be known as an altitude. These six (6) triangles formed by three (3) medians also consist of equal areas.Īn altitude is basically a perpendicular line segment that is drawn from a vertex of a triangle to the opposite side. In fact, the two new triangles formed by adding a median have equal areas. And this single point is known as the Centroid of the triangle. However, when we draw three medians, they always meet at a single point. In a triangle, we can have up to three medians, one from each vertex. We hope the available content will help you understand the chapter medians and altitudes of triangles in a better way. Let’s learn about two more terms “altitude and median of the triangle” in the following article.
So, in the below diagram line “AB” is called a “Median”. That means we know that it's a median if we have got those equal line segments. It splits the opposite side of the triangle into two equal line segments. A Median of a triangle is a straight line segment which is drawn from the vertex of a triangle to the middle point of the opposite side.
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