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Home > Documents > Parabola Volume 28, Issue 2 (1992) · In fact there are only three regular polygons that tessellate...

Parabola Volume 28, Issue 2 (1992) · In fact there are only three regular polygons that tessellate...

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Parabola Volume 28, Issue 2 (1992)

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Page 1: Parabola Volume 28, Issue 2 (1992) · In fact there are only three regular polygons that tessellate the plane: equilateral triangles, squares and regular hexagons. (See diagram 1).

Parabola Volume 28, Issue 2 (1992)

Page 2: Parabola Volume 28, Issue 2 (1992) · In fact there are only three regular polygons that tessellate the plane: equilateral triangles, squares and regular hexagons. (See diagram 1).

Page 3: Parabola Volume 28, Issue 2 (1992) · In fact there are only three regular polygons that tessellate the plane: equilateral triangles, squares and regular hexagons. (See diagram 1).

Page 4: Parabola Volume 28, Issue 2 (1992) · In fact there are only three regular polygons that tessellate the plane: equilateral triangles, squares and regular hexagons. (See diagram 1).

Page 5: Parabola Volume 28, Issue 2 (1992) · In fact there are only three regular polygons that tessellate the plane: equilateral triangles, squares and regular hexagons. (See diagram 1).

Page 6: Parabola Volume 28, Issue 2 (1992) · In fact there are only three regular polygons that tessellate the plane: equilateral triangles, squares and regular hexagons. (See diagram 1).

Page 7: Parabola Volume 28, Issue 2 (1992) · In fact there are only three regular polygons that tessellate the plane: equilateral triangles, squares and regular hexagons. (See diagram 1).

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