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Rooms and Doors Maze

Navigate through rooms connected by single doors. Floor-plan style layout.

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What this tool does

A floor-plan-style maze. The page is recursively split into rectangular rooms, with a single door punched in each shared wall. The solver navigates through doors from the START door to the FINISH door.

Free downloads

Ready-made Rooms And Doors Maze printables — free PDF downloads

No setup needed — download these print-ready rooms and doors mazes as free PDFs. Each one was made with the generator above, so you can recreate or fully customize any of them.

Want different numbers, themes or layout? Customize below.Click to customize
  • Free printable rooms and doors maze — 8 — PDF download

    Rooms And Doors Maze — 8

    Print-ready rooms and doors maze (8) as a free PDF — made with the generator above so you can tweak and reprint.

    ↓ Download PDF
  • Free printable rooms and doors maze — 12 — PDF download

    Rooms And Doors Maze — 12

    Print-ready rooms and doors maze (12) as a free PDF — made with the generator above so you can tweak and reprint.

    ↓ Download PDF
  • Free printable rooms and doors maze — 16 — PDF download

    Rooms And Doors Maze — 16

    Print-ready rooms and doors maze (16) as a free PDF — made with the generator above so you can tweak and reprint.

    ↓ Download PDF
  • Free printable rooms and doors maze — 24 — PDF download

    Rooms And Doors Maze — 24

    Print-ready rooms and doors maze (24) as a free PDF — made with the generator above so you can tweak and reprint.

    ↓ Download PDF
  • Free printable rooms and doors maze — 32 — PDF download

    Rooms And Doors Maze — 32

    Print-ready rooms and doors maze (32) as a free PDF — made with the generator above so you can tweak and reprint.

    ↓ Download PDF
  • Free printable rooms and doors maze — 8, with answer key — PDF download

    Rooms And Doors Maze — 8, with answer key

    Completed answer key for the 8 rooms and doors maze — print-ready PDF for fast marking.

    ↓ Download PDF
  • Free printable rooms and doors maze — 12, with answer key — PDF download

    Rooms And Doors Maze — 12, with answer key

    Completed answer key for the 12 rooms and doors maze — print-ready PDF for fast marking.

    ↓ Download PDF
  • Free printable rooms and doors maze — 16, with answer key — PDF download

    Rooms And Doors Maze — 16, with answer key

    Completed answer key for the 16 rooms and doors maze — print-ready PDF for fast marking.

    ↓ Download PDF
  • Free printable rooms and doors maze — 24, with answer key — PDF download

    Rooms And Doors Maze — 24, with answer key

    Completed answer key for the 24 rooms and doors maze — print-ready PDF for fast marking.

    ↓ Download PDF
  • Free printable rooms and doors maze — 32, with answer key — PDF download

    Rooms And Doors Maze — 32, with answer key

    Completed answer key for the 32 rooms and doors maze — print-ready PDF for fast marking.

    ↓ Download PDF

Settings

Customize your floor plan

~16 rooms on A4.

Rooms (target)

Paper size

Preview

Sample floor plan

Recursively split rectangle with one door per shared wall.

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Print a Rooms-and-Doors Maze with a Floor-Plan Layout

Print a rooms-and-doors maze that looks like a floor plan instead of a grid maze. The page is split into rectangular rooms, with a single door punched into each shared wall. The solver walks from the START door to the FINISH door, stepping through one doorway at a time as though moving through a building.

The generator produces a print-ready PDF in A4 or US Letter with a clean branded layout. Adjust the number of rooms and let the recursive splitter lay out a fresh floor plan every time.

This tool suits parents who want a fresh take on a maze, teachers running cross-curricular lessons linking geometry with spatial reasoning, puzzle-fans who enjoy "escape the building" style puzzles, and anyone who likes a maze that tells a tiny story.

Why use a rooms-and-doors maze?

A floor-plan maze is immediately readable: rooms, walls, doors. That makes it an unusually approachable puzzle for younger children who might be put off by a dense grid, and a surprisingly rich one for older solvers because rooms vary in size and shape.

  • cross-curricular lessons linking geometry with spatial reasoning
  • "find the exit" story-themed puzzles
  • quiet-time at home with a pencil
  • after-school clubs and extension tasks
  • drawing prompts — invite kids to label the rooms with names
  • summer-term activity packs
  • homeschool enrichment

Because every shared wall has a door and rooms form a connected graph by construction, a path from start to finish always exists.

What you can customise

The tool keeps the settings simple.

  • Rooms: 6 to 40 rooms on the page
  • Include solution: Append a guidance page (see note below)
  • Seed: Reproduce a floor plan or leave blank for a fresh one
  • Paper type: A4 or US Letter PDF output

Start with 12 rooms for a gentle puzzle, around 20 for a standard challenge, and 30+ for a dense floor plan.

Notes and limitations

  • Rooms are continuous regions rather than grid cells, so in v1 the solution page simply adds an instruction line rather than overlaying a path.
  • Very high room counts can produce small rooms that feel cramped; cap around 30 on A4.
  • Print at 100% scale to keep the walls and doorways clean.
  • A highlighter works well to mark the route across the rooms.

Who this maze is for

Children

Children who enjoy "escape the building" themes and storybook puzzles.

Parents

A fresh printable puzzle that feels different from the usual grid mazes.

Teachers

Great for geometry, map-reading, and spatial-reasoning starters.

Puzzle-fans

Solvers who enjoy map-like puzzles and floor-plan logic will enjoy the look and feel.

How to use the tool

  1. Pick a room count. Start around 12 for a gentle floor plan.
  2. Turn Include solution on if you want the guidance instruction line.
  3. Optionally set a seed.
  4. Choose A4 or US Letter paper.
  5. Click Generate and preview the page.
  6. Download the PDF.

Worked example

Suppose a Year 4 teacher wants a geometry-linked puzzle. Pick Rooms: 16, Include solution: off, Paper: A4. The generator splits the page into 16 rectangular rooms of varying sizes and punches a door into each shared wall. The START door sits in the top-left room, the FINISH door sits in the bottom-right. Pupils trace a route through about eight rooms, marking each doorway as they pass. Follow up with a lesson on labelling rooms and counting areas.

Methodology

The generator uses a recursive rectangular splitter. It begins with the page as one large room, then repeatedly picks a random room, chooses a vertical or horizontal split, and divides the room into two smaller rectangles. Each newly created shared wall gets a single random door punched into it. The process stops when the target room count is reached. Because every split introduces exactly one door, rooms always form a connected graph.

Helpful preset ideas

  • 6 rooms for a very gentle introduction
  • 12 rooms for a Year 3–4 classroom puzzle
  • 16 rooms for a standard floor plan
  • 24+ rooms for a dense puzzle-club challenge

Extending the activity

A rooms-and-doors maze is a great launchpad for a follow-up activity, especially in cross-curricular lessons. The finished sheet becomes a floor plan that children can label, furnish, and describe. A few simple extensions:

  • Ask pupils to label each room with a name ("kitchen", "library", "dragon's lair").
  • Invite pupils to count doors, rooms, and walls for a small data activity.
  • Write a short journey story describing the route through the building.
  • Measure each room's area in grid squares as a geometry warm-up.
  • Draw furniture inside selected rooms for a "design your own" lesson.

Short, hands-on sessions tend to get the most value from a floor-plan puzzle.

Designed for A4 and US Letter Printing

The floor plan fills the printable area on both A4 and US Letter. Pick whichever matches your printer. Print at 100% scale to keep the walls straight and the doors crisp.

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FAQs

Quick answers

How is the floor plan generated?

A recursive splitter divides the bounding rectangle into smaller rectangles. Each new wall has a single random door punched into it.

How many rooms can I have?

Anywhere from 6 to 40. More rooms means a denser plan with more doors to navigate.

Is there always a path from start to finish?

Yes — every wall has a door, and rooms form a connected graph by construction.

Can I print the solution?

In v1 the solution page just adds an instruction line — there is no overlaid path because rooms are continuous regions, not grid cells.

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