Finding the Centroid of a Triangle Using Vector Geometry and Coordinate Points

The video tutorial explains the concept of the centroid in a triangle, which is the point of concurrency of the medians. It covers two methods to find the centroid: using vectors and using coordinate points. The vector method involves calculating the centroid by considering the origin and using the midpoint theorem, while the coordinate method involves averaging the x and y coordinates of the triangle's vertices. The tutorial provides a detailed explanation of both methods, including the necessary calculations and theorems involved.

Describe the steps to calculate the centroid using coordinate points of each vertex.

What is the formula for finding the X coordinate of the centroid?

Summarize the two methods for finding the centroid of a triangle discussed in the presentation.