Hexagonal - six edges and six vertices.
Each cell is hexagonal.
Octagons
If you analyze the way bees construct the honeycomb, the hexagonal structure gives the greatest strength and the largest number of cells in a given area using the least amount of wax.
Because a hexagon shape makes the honeycomb very strong, so less prone to damage, but how the bees know that is a mystery.It is the most efficient use of space and gives the greatest number of cells for a given amount of wax.Actually, if you look more closely at honeycomb the cell itself is more or less circular. It is just that they are arranged in a hexagonal pattern.
A Beehive honeycomb has 6 sides Also God loves you, He sent his only son to the cross for you. Nobody would send their son to the cross for your sins
Each cell is hexagonal.
Each cell in a honeycomb typically has six sides, creating a hexagonal shape. This shape allows for a more efficient use of space and stronger structural support in the honeycomb.
A cell where honey is stored is called a honeycomb cell. Bees store honey in these wax cells within their hives. Honeycomb cells are hexagonal in shape and are perfectly designed to store and protect the honey.
One honeycomb cell can store about 0.2 grams of honey. A standard honeycomb frame can hold up to 4 pounds of honey, depending on the size and shape of the cells.
A honeycomb is composed mostly of hexagons. The outer edge takes the shape of it's container. If the honeycomb is in a normal hive super, the shape is rectangular.
Hexagon
Octagons
To draw a honeycomb, start by creating a series of connected hexagons. Make sure the hexagons are all the same size and evenly spaced. Use lines to connect the corners of the hexagons to form the honeycomb pattern. Add shading or color to give the honeycomb dimension and depth.
What objects have a hexagon shape?
Octagons
They are hexagon-shaped.
The six-sidedness of hexagons is the shape of cells in beehives. Marcus Terentius Varro (116 B.C. to 27 B.C.), ancient Roman scholar and writer from what is now the central Italian city and commune of Riati in Lazio, opined that hexagons allow bees to construct the smallest total perimeter for holding more money, leaving no gaps, and using less building wax. That conjecture was proven mathematically in 1999 by Thomas Callister Hales (born June 4, 1958), currently Mellon Professor of Mathematics at the University of Pittsburgh in Pennsylvania.