Prove that the shortest distance between any two opposite edges of a tetrahedron formed by the

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The shortest distance between any two opposite edges of the tetrahedron formed by planes The shortest distance between any two opposite edges of the tetrahedron formed by planes
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Prove that the shortest distance between any two opposite edges of a tetrahedron formed by the plane Prove that the shortest distance between any two opposite edges of a tetrahedron formed by the plane
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The lengths of two opposite\r\nedges of a tetrahedron of aa n db ,\nthe shortest distane\r\nbetw... The lengths of two opposite\r\nedges of a tetrahedron of aa n db ,\nthe shortest distane\r\nbetw...
Any two opposite edges in a regular tetrahedron are perpendicular. Any two opposite edges in a regular tetrahedron are perpendicular.