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IMC 2000 — Keystage 3 (IWYMIC) — team Question 6

xIMC · IMC 2000 — Keystage 3 (IWYMIC) — team

Question 6

There are $50$ square cardboard pieces and $50$ equilateral-triangular cardboard pieces, all with side length $1$ cm. Construct a set of different convex polyhedra using these pieces as faces. Polyhedra with the same numbers of vertices, edges, square faces and triangular faces are not considered different. Use as many of the $100$ pieces as possible.