The reference net on this page
Remember this cross: A is at the centre; B, C, D and E surround A; F is joined below D.
Choose the cross net in the interactive area, then drag the model or move the folding slider to see where each letter goes.
How do six squares become a cube? Turn it, unfold it, and connect the flat shape to the solid.
Preparing the 3D model…
You can also focus the model and use the arrow keys.
Read, then test it yourself
A net lays the six square faces of a cube flat. Fold along the joined edges and every square becomes a face of the solid.
Remember this cross: A is at the centre; B, C, D and E surround A; F is joined below D.
Choose the cross net in the interactive area, then drag the model or move the folding slider to see where each letter goes.
On a cube, two faces are adjacent when they share an edge. Every face has 4 adjacent faces. For example, A is adjacent to B, C, D and E.
Two faces are opposite when they are across the cube from one another: they share neither an edge nor a corner. Every face has exactly 1 opposite face.
Then find opposite faces
Plan for about 10 minutes: ask learners to predict A’s opposite face, check with the folding slider, name the other two opposite pairs, then complete the four questions below. This is a planning suggestion, not a measured learning time.
Four short questions to help you picture a solid from a flat net. The letters always refer to the diagram in the question.
One worksheet, plus a separate answer page. Use it at home, after a lesson, or for a classroom discussion.
A4 portrait. Choose Save as PDF in your browser’s print dialog. Letters keep the diagrams clear in black and white.
Spatial reasoning practice
Reference net: A is at the centre. B, C, D and E are above, right, below and left of A. F is below D.
For teachers and families