ece105: add statics
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v_{cm} = \sqrt{\frac{2}{1+c}gh} \\
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v_{cm} = \sqrt{\frac{2}{1+c}gh} \\
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a_{cm} = \frac{g\sin\theta}{1+c}
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a_{cm} = \frac{g\sin\theta}{1+c}
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$$
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$$
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## Statics
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An object at **static equilibrium** has no rotational or translational velocity with zero net force and torque.
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An object at **dynamic equilibrium** has a constant rotational and translational velocity with zero net force and torque.
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$$
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\sum\vec F = 0 \\
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\sum\vec\tau = 0
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$$
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Whether an object *stays* at static equilibrium depends on the
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- It is at **unstable equilibrium** if the object moves away and does not return to equilibrium
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- It is at **stable equilibrium** if the object returns to its original position and equilibrium
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- It is **neutral** if the object does not move
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