Re: Integer tetrahedron

The smallest I've found is 4, 7, 7, 7, 7, 6,
with the 4 opposite the 6.

Conjecture: Every tetrahedron with integer edges
and integer volume has a volume divisible by 24.

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Relevant Pages

  • Re: Integer tetrahedron
    ... Dr Tim wrote: ... > Conjecture: Every tetrahedron with integer edges ... If the edges of a tetrahedron are ...
    (sci.math)
  • Re: Integer tetrahedron
    ... Dr Tim wrote: ... > Conjecture: ... I found an integer-sided tetrahedron with volume 6 ... a simplex with integer edges can have ...
    (sci.math)