



In a system of particles with different masses located at the vertices of a triangle, where is the center of mass?
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what is centroid formula Informational
- Is the centroid of a convex polygon always inside the polygon?
- If you know the coordinates of the centroid and two vertices of a triangle, can you find the coordinates of the third vertex?
- Can you provide a visual representation of the centroid of different types of triangles?
- Are there any paradoxes or interesting properties related to centroids?
- How is the centroid related to the Fermat point?
- If the density of a triangular lamina varies linearly with the distance from one of the vertices, where would its center of mass be located?
- Is the centroid always located inside the triangle?
- Can you consider the centroid of an infinite set of points?
- Does the centroid divide each median in the same ratio?
- How is the concept of centroid related to moments of inertia for areas and volumes?
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