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Omni-MATH / Find out the maximum value of the numbers of edges of a solid regular octahedron…

Problem

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problem

Find out the maximum value of the numbers of edges of a solid regular octahedron that we can see from a point out of the regular octahedron.(We define we can see an edge

AB

of the regular octahedron from point

P

outside if and only if the intersection of non degenerate triangle

PAB

and the solid regular octahedron is exactly edge

AB

Plain-text mathematical notation (without MathML)

Find out the maximum value of the numbers of edges of a solid regular octahedron that we can see from a point out of the regular octahedron.(We define we can see an edge AB of the regular octahedron from point P outside if and only if the intersection of non degenerate triangle PAB and the solid regular octahedron is exactly edge AB.

Original LaTeX notation

Find out the maximum value of the numbers of edges of a solid regular octahedron that we can see from a point out of the regular octahedron.(We define we can see an edge $AB$ of the regular octahedron from point $P$ outside if and only if the intersection of non degenerate triangle $PAB$ and the solid regular octahedron is exactly edge $AB$.

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task_id: 6337ae64-352e-5e3f-bb84-32ce54053b87
task_key: test--6337ae64-352e-5e3f-bb84-32ce54053b87
task_revision_id: 3
config / split: / test

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