Question: T_3' is a simplex that is not identical to simplex T_3. Let Tn denote a simplex of Rn (i.e. a non-degenerate polytope with exactly (n+1)
T_3' is a simplex that is not identical to simplex T_3.

Let Tn denote a simplex of Rn (i.e. a non-degenerate polytope with exactly (n+1) vertices) that contains the origin in its interior. Show that T3 is also a simplex T3
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