Medians in triangles are special lines. They connect a corner of the triangle to the middle of the side opposite that corner.
Every triangle has three medians. These medians meet at a point called the centroid. The centroid is like the center of the triangle.
Balance Point: The centroid splits each median into two parts. The longer part is twice as long as the shorter part (like a 2 to 1 ratio). This idea is really helpful in science and engineering.
Area Calculations: Medians can help divide triangles into smaller pieces. This makes it easier to find the area of the triangle.
In triangle ABC, if D, E, and F are the midpoints of the sides BC, CA, and AB, then the lines AD, BE, and CF are the medians.
This shows how medians help us understand the shape and balance of a triangle!
Medians in triangles are special lines. They connect a corner of the triangle to the middle of the side opposite that corner.
Every triangle has three medians. These medians meet at a point called the centroid. The centroid is like the center of the triangle.
Balance Point: The centroid splits each median into two parts. The longer part is twice as long as the shorter part (like a 2 to 1 ratio). This idea is really helpful in science and engineering.
Area Calculations: Medians can help divide triangles into smaller pieces. This makes it easier to find the area of the triangle.
In triangle ABC, if D, E, and F are the midpoints of the sides BC, CA, and AB, then the lines AD, BE, and CF are the medians.
This shows how medians help us understand the shape and balance of a triangle!