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Free guide · Spatial reasoning · 4 min read

How to solve cube net puzzles

Folding nets: opposite faces never touch

On any cube net, faces separated by exactly one square in a line fold to opposite sides. Master that one fact and most net questions collapse.

Updated

Which face ends up opposite the star? You could fold the net mentally — slow and error-prone — or use the structure: a cube's opposite faces NEVER share an edge, and nets encode oppositeness in a readable pattern.

The skip rule

In any straight strip of the net, faces two apart (A ▢ B — one square between them) fold to opposite faces. In a strip of four, faces 1&3 are opposite, and 2&4 are opposite. Most 'which is opposite X' answers read directly off this rule.

Neighbors on the net are neighbors on the cube

Faces sharing an edge on the net share an edge on the cube — they can never be opposite. On a six-face net, face X has exactly one non-neighbor-by-either-rule: that's its opposite. Elimination is often faster than construction.

The strategy

  1. Find the asked face on the net.
  2. Apply the skip rule along its row and column — a face one square away in a straight line is the opposite.
  3. No straight-line skip? Eliminate: every edge-sharing neighbor is NOT the opposite; what remains is.
  4. For corner-view questions: any three faces meeting at a cube corner are pairwise adjacent — a set containing an opposite pair is impossible.

Common traps

  • Assuming net-adjacent means cube-opposite (it means the reverse).
  • Losing orientation while mentally folding — the rules exist so you don't fold at all.
  • Bent strips: the skip rule needs a STRAIGHT line of three; around corners, fall back to elimination.

Speed · ~35s/item: Rule-based reading answers most net items in 20–45 seconds without a single mental fold.

Try it yourself: 4 practice questions

Pick an answer, then reveal it. Nothing is recorded, there is no clock, and none of these questions is ever used in a test.

Question 1 · Easy

Fold the net into a cube.

When the net is folded into a cube, which symbol is on the face OPPOSITE the ?

Reveal the answer

The answer is A.

Show why — the worked reasoning
Pick any face as the base and fold the neighbours up mentally — or use the shortcut: on a net, two faces are opposite when they are separated by exactly one face in a straight line, or sit two apart around a corner strip. Folding this net, the star and the circle never share an edge — they end up on opposite faces. Every other option shares an edge with the asked face somewhere on the net, so it folds into an adjacent face, not the opposite one.
Question 2 · Easy

Fold the net into a cube.

When the net is folded into a cube, which symbol is on the face OPPOSITE the ?

Reveal the answer

The answer is E.

Show why — the worked reasoning
Pick any face as the base and fold the neighbours up mentally — or use the shortcut: on a net, two faces are opposite when they are separated by exactly one face in a straight line, or sit two apart around a corner strip. Folding this net, the cross and the diamond never share an edge — they end up on opposite faces. Every other option shares an edge with the asked face somewhere on the net, so it folds into an adjacent face, not the opposite one.
Question 3 · Easy

Fold the net into a cube.

When the net is folded into a cube, which symbol is on the face OPPOSITE the ?

Reveal the answer

The answer is B.

Show why — the worked reasoning
Pick any face as the base and fold the neighbours up mentally — or use the shortcut: on a net, two faces are opposite when they are separated by exactly one face in a straight line, or sit two apart around a corner strip. Folding this net, the star and the circle never share an edge — they end up on opposite faces. Every other option shares an edge with the asked face somewhere on the net, so it folds into an adjacent face, not the opposite one.
Question 4 · Easy

Fold the net into a cube.

When the net is folded into a cube, which symbol is on the face OPPOSITE the ?

Reveal the answer

The answer is E.

Show why — the worked reasoning
Pick any face as the base and fold the neighbours up mentally — or use the shortcut: on a net, two faces are opposite when they are separated by exactly one face in a straight line, or sit two apart around a corner strip. Folding this net, the diamond and the circle never share an edge — they end up on opposite faces. Every other option shares an edge with the asked face somewhere on the net, so it folds into an adjacent face, not the opposite one.

Try questions like this

The free test has 20 questions across abstract, numerical, verbal and spatial reasoning. It takes 12 minutes, needs no sign-up, and explains every answer.

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Questions people ask

Which faces of a cube net end up opposite each other?

In a straight line of three squares, the two end squares fold to opposite faces. Squares that share an edge on the net always share an edge on the cube.

How many different nets does a cube have?

Eleven, not counting rotations and reflections of the same net.

Do you need to fold the net in your head?

Rarely. The opposite-face rule answers most questions without a mental fold, in about 20 to 45 seconds.

Will cube nets questions be on the free test?

Maybe. The free test gives spatial reasoning 4 of its 20 questions, spread across 9 different question types, so any one test may or may not include this kind.

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