Trace diagonals that connect opposite vertex through the center
70 inches.
a plane figure having six sides is a hexagon
To divide a circle into thirteenths, divide it into thirteen equal portions, or pieces.
Only equiangular and regular hexagons have six equal angles. Hexagons do not have to have six equal angles, and the only way a hexagon can have six equal angles if it is equiangular or regular.
Partitioning a general hexagon into 6 equal parts is normally extremely difficult..
yes because all of the sides are equal
Select any point inside the hexagon and draw a line segment to any point on the boundary of the hexagon. Draw 7 more such segments. These will divide the hexagon into 8 parts. The parts will not be equal but that was not a requirement of the question.
In general, there is no simple way of doing so.
dont ask me, ask mathematicions
To divide a hexagon into three equal parts, you can draw lines from each vertex to the opposite side's midpoint, creating six smaller triangles within the hexagon. Then, draw a line connecting the midpoints of two opposite sides. This line will divide the hexagon into three equal parts, each containing two of the smaller triangles. This method ensures that each part has an equal area and maintains the symmetry of the hexagon.
Divide it into 72 pieces, group them into groups of 8. DoNe
Yes and it will have 6 equal sides
A hexagon. (A six-sided shape) * * * * * A regular octahedron.
False because a regular hexagon has 6 equal sides and not 8 sides
Assuming the hexagon is equilateral (all six sides are the same length) 1) Draw a straight line from each angle in the hexagon (where the sides meet each other) to the angle on the opposite side of the hexagon. You have divided the hexagon into 6 parts now. 2) Find the center point of each line forming the sides of the hexagon. Draw a line from each center point to the opposite side's center point so that all lines drawn are at right angles to the sides. You will have 12 equal parts
Draw a line from midpoint of every other side to the center.