Physics : To find the center of mass of various shapes.

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CENTER OF MASS

Aim: To find the center of mass of various shapes.

Shapes:

Center of Mass: Towards the middle, a little eastwards. Where all edges are furthest possible.

Center of Gravity: In the middle of the width of the shape, since it's symmetrical. Towards the lower part of it vertically.

Center of Mass: Totally symmetrical shape, therefore center of mass is exactly in the center.

Center of Mass: Furthest possible away from each edge, towards the middle of the shape.

Conclusion: All the shapes have the center of mass towards the middle. They all have the center of mass the furthest from each edge as possible. The shapes that are symmetrical have the center of mass in the middle, whereas the square shape has it exactly in its center, since its symmetrical anyway you look at it. The triangle, vertically symmetrical, also has a center of mass in its middle horizontally, although not vertically. Vertically its center of mass is nearer to the bottom, probably making the surface area before and after the center of mass equal. Since on top its thinner but longer and at the bottom its wider but lower.
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The fact that the center of mass of the object is towards the middle tells us that the pull of gravity is focused in the middle of the object. Since the gravity is focused on the center of mass, this means that all of the forces acting upon the body cancel out. Thus creating equilibrium, so if you put your thumb in the center of mass of any shape, the shape is supposed to stay still.

The center of mass of an object depends on its shape. The stability of an object depends on its center of ...

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