Hexagon to Multiple Triangles Dissections

Author : Gavin Theobald

Home Index Hexagon — n×{3} Contact
2×{3} Two triangles
3×{3} Three triangles
4×{3} Four triangles
5×{3} Five triangles
6×{3} Six triangles
7×{3} Seven triangles
8×{3} Eight triangles
9×{3} Nine triangles
12×{3} Twelve triangles
14×{3} Fourteen triangles
×2 ×3 ×4 ×5 ×6 ×7 ×8 ×9 ×10 ×11 ×12 ×13 ×14 ×15 ×16
4 9 10 13 6 16 12  15 2221 22


Hexagon - 2 x Triangle

Hexagon — 2 × Triangle (4 pieces)

The dissection is translational and hingeable.


Hexagon - 3 x Triangle

Hexagon — 3 × Triangle (9 pieces)

The dissection is translational.


Hexagon - 4 x Triangle

Hexagon — 4 × Triangle (10 pieces)

Discovered by Ernest Irving Freese.

The dissection can be translational and is hingeable.


Hexagon - 5 x Triangle

Hexagon — 5 × Triangle (13 pieces)


Hexagon - 6 x Triangle

Hexagon — 6 × Triangle (6 pieces)


Hexagon - 7 x Triangle

Hexagon — 7 × Triangle (16 pieces)


Hexagon - 8 x Triangle

Hexagon — 8 × Triangle (12 pieces)

Discovered by Ernest Irving Freese.

The dissection is translational and hingeable.


Hexagon - 9 x Triangle

Hexagon — 9 × Triangle (15 pieces with 3 turned over)


Hexagon - 12 x Triangle

Hexagon — 12 × Triangle (22 pieces)

Hexagon - 12 x Triangle

Hexagon — 12 × Triangle (21 pieces with 3 turned over)


Hexagon - 14 x Triangle

Hexagon — 14 × Triangle (22 pieces)

Discovered by Ernest Irving Freese.

The dissection is translational.

Home Index Hexagon — n×{3} Contact