1. The document describes an educational activity where students try to determine the shape of cells in a bee hive.
2. Several students suggest different shapes like circles, squares, and hexagons for the cells. They draw examples of each shape.
3. To help decide, they use a computer to generate different cell shapes and fill a hive comb with each to compare empty space.
4. They ultimately determine that hexagon cells fit together with no empty space and can hold more honey than square cells of the same perimeter. Hexagons therefore provide the most efficient use of space and materials for bees.
4. Eleftheria suggested hive comb cells are octagons. It was such my
surprise when she wrote the word “STOP” in it. She remembered that
Stop traffic sign in the streets has the same shape.
55. In square cells we can put 64 units of
honey, whereas in hexagons 192 units
of honey
56. After finishing the day, I was not
sure my students had understood
how to calculate the hexagon’s
area. We used a type that they are
too young to understood. So the
next day I came back with a
different teaching process!
71. We easily saw that hexagon is consisted by 6 smaller
triangles. So if we find how many straws can fit in one
triangle we can easily calculate ifor the whole hexagon.
75. Conclusion:
Bees build their hive comb cells in
hexagon shape because
1. hexagon’s perimeter is smaller than
squares. The cells’ perimeter is made
with wax. So in hexagon bees spend
less wax to build it.
Even if hexagon and square have the same perimeter….
2. Hexagon’s area is bigger than square’s.
So in hexagon bees can store more
honey…and spend less wax to build it.