- #1
wowolala
- 24
- 0
Commandino’s Theorem states that
The four medians of a tetrahedron
concur in a point that divides each of
them in the ratio 1:3, the longer
segment being on the side of the vertex
of the tetrahedron.
can someone put links below where about proof of this theorem
thx so much
The four medians of a tetrahedron
concur in a point that divides each of
them in the ratio 1:3, the longer
segment being on the side of the vertex
of the tetrahedron.
can someone put links below where about proof of this theorem
thx so much