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The Banach-Tarski paradox states that a spherical object can be cut into pieces and reassembled into two spheres, each with volume equal to the first. Theoretically, it works because the surface of a sphere in theory is an infinite collection of points, but the paradox does not apply in real life because an actual spherical object is a finite collection of atoms.

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Q: What is the theory that an object can be broken down and then reformed into two objects with the same volume as the first?
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What can you say about objects whose speed versus time curves are close to the theoretical speed verus time line?

They are the objects whose measured speed as a function of time agrees well with theory.


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In math what does the upside down you thing mean?

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Related questions

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[object Object]


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