Net of a Hexagonal Prism — free printable diagram

Free maths resource for teachers · CC BY-NC 4.0

Net of a Hexagonal Prism

About this illustration

Net of a hexagonal prism: six rectangles in a row, with hexagons attached above and below. Flat illustration for teaching 3D shapes, surface area, and folding visualization.

What the net of a hexagonal prism looks like

A net is a 3D shape opened out flat, so that folding it back up rebuilds the solid. The net of a hexagonal prism is six rectangles in a row with a hexagon at each end. Folded, it makes a solid with 8 faces, 18 edges and 12 vertices.

Solid
Hexagonal prism
Net is made of
six rectangles in a row with a hexagon at each end
Faces
8
Edges
18
Vertices (corners)
12
Shape of each end
Hexagon
  • A prism keeps the same cross-section all the way along. This one has a hexagon at each end, joined by 6 rectangles — so 6 + 2 = 8 faces in total.
  • Every hexagonal prism has 18 edges (3 × 6) and 12 vertices (2 × 6), whatever size it is drawn at.
  • Euler's formula holds for any solid with flat faces: faces + vertices − edges = 8 + 12 − 18 = 2. It is a quick way to check a count.
  • Not every arrangement of the right pieces folds up correctly, so it is worth cutting a net out and testing it rather than assuming it works.
  • The area of the net is the surface area of the solid, which is why nets are usually introduced just before surface area.

How to use

  1. 1Right-click the image and choose “Save image as”, or use the download button.
  2. 2Use it in your classroom worksheets, slides or printables — free under CC BY-NC 4.0.
  3. 3Attribute as “Image by Kuraplan” or link back to kuraplan.com. Not for commercial resale.

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