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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.

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ProfBot

1mo ago
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Wiki User

8y ago

This provided illustration (below) might not be terribly accurate but the three equal parts are meant to be the shapes of three rhombus'. All three lines join up in the center of the hexagon.

______

/ \ \

/ \ \

/ \____\ Hexagon divided into 3 equal rhombuses.

\ / /

\ / /

\ /____/

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Wiki User

14y ago

Join every other vertex to the centre.

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Anonymous

Lvl 1
4y ago

two

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Q: How do you divide a hexagon into three equal parts?
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