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Net to Solid Reasoning - Which 3D Shape Does It Fold Into?

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This is the unfolded net of a solid. Circle the 3D shape it folds up into.

Practice and check

Worked example

Count and match the faces. Edges that join when folded must have the same length.

□ × 6 → A

  1. □ × 6 → A
Check answers after trying

1: A 2: A 3: A 4: A

Count and match the faces. Edges that join when folded must have the same length.

Why this answer

  1. 1: □ × 6 → A
  2. 2: ○ × 2 + ▭ → A
  3. 3: ▭ × 6 → A
  4. 4: □ + △ × 4 → A

Next worksheet: Net to Solid Reasoning 2 - Which 3D Shape Does It Fold Into?

Shared practice guide

Tips for Parents

▸ Why It Matters Folding a flat net into a 3D solid entirely inside your head is one of the purest spatial-visualization tasks that exists, and it shows up again and again on nonverbal IQ tests, math geometry units, and even architecture and engineering aptitude assessments. It's also exactly the same mental move your child already uses without realizing it — wrapping an oddly shaped birthday present, folding a cardboard box back into shape for recycling, or creasing paper into an origami crane. This worksheet is the first of a three-part series, so it starts with the friendliest version of the puzzle: nets that fold into a cube, a shape your child already knows well from blocks and dice, which means the challenge is really about learning the *method* of mental folding rather than fighting an unfamiliar solid at the same time. ▸ Getting Started Before your child even tries to imagine folding anything, teach them the fastest shortcut available: count the panels on the flat net, then count the faces on each answer choice. A solid can only be the right answer if it has exactly the same number of faces as the net has panels — a cube always has 6, so any answer choice with a different face count can be crossed off immediately, no folding required. This turns an intimidating visualization problem into a quick, checkable count, and it's the strategy real puzzle-solvers reach for first before doing any harder mental work. ▸ If They Get Stuck Print or trace the net onto paper, cut it out along the outer edges, and fold it for real along each line. Watching a flat cross or T-shape close itself into an actual cube is far more convincing than any explanation, and it builds a mental picture your child can recall later without needing scissors. After folding the same net once or twice, most children can hold the shape in their mind well enough to skip the cutting step entirely on the next puzzle. ▸ Praise Points Praise the specific strategy your child uses, not just whether the final answer was right: "You counted the faces first before picking an answer — that's exactly the smart shortcut real puzzle-solvers use, and it saved you from having to imagine the whole fold." Naming the strategy out loud helps your child recognize it as a reusable tool for the next two puzzles in this series.

What This Worksheet Builds

This worksheet develops the skill of mentally folding a flat net into the 3D solid it becomes, starting with a simple face-count check — the solid must have the same number of faces as panels in the net — to eliminate wrong answers.

Next Step

Once folding simple nets feels easy, move on to iq-3d-net-02, which introduces nets for pyramids and prisms so your child has to recognize a new shape family instead of pattern-matching to a familiar cube.