Market stall geometry

Introduction

Around the world, open-air markets are full of color, shape, and design. From the patterned tiles of Morocco to the rangoli art of India, math is everywhere!

In this WebQuest, you will become a market stall designer. Your challenge: use geometry and symmetry to design a culturally inspired market stall that could fit right into a world marketplace.

Task

You will:

  1. Choose one world region or culture (examples: Mexico, Morocco, India, Japan).

  2. Design a scaled stall layout using grid paper or Google Slides.

  3. Calculate the area and perimeter of your stall.

  4. Create one pattern or tessellation inspired by your chosen culture (for walls, floor, or decoration).

  5. Write a short reflection (5–6 sentences) explaining your design choices and cultural inspiration.

Your final project will be shared in a class “World Market Expo.”

Process

Step 1 – Choose a Culture

Pick one market from around the world. Examples:

  • Marrakech, Morocco – known for colorful zellige tile mosaics.

  • Jaipur, India – famous for rangoli designs with symmetry.

  • Oaxaca, Mexico – bright woven patterns and textiles.

  • Kyoto, Japan – geometric simplicity and balance.

Step 2 – Research & Sketch

Look at photos of your market online (or use teacher-provided images). Notice patterns, colors, and stall shapes.

Step 3 – Design Your Stall

  • Use grid paper (or Slides) to draw your stall layout.

  • Use a scale (e.g., 1 square = 1 foot).

  • Label the length, width, and total area.

  • Show at least one line of symmetry or a repeating tessellation pattern in your design.

Step 4 – Reflect

Write a short paragraph describing:

  • Which culture inspired your design.

  • How symmetry or tessellation appears in your pattern.

  • What math skills you used (area, perimeter, scale, etc.).

  • Why your design would fit into that culture’s market.

Evaluation
Criteria Excellent (4) Proficient (3) Developing (2) Beginning (1)
Math Accuracy Correct area, perimeter, and scale shown clearly Minor calculation errors Some incomplete or incorrect measurements Missing or inaccurate math
Cultural Pattern Clear, authentic symmetry/tessellation inspired by real culture Some cultural influence visible Limited cultural design No clear cultural connection
Creativity & Design Original and visually appealing layout Neat and logical design Basic effort shown Incomplete or messy
Reflection Thoughtful and connects math + culture Adequate explanation Brief or unclear Missing reflection
Conclusion

You’ve used math to bring culture to life! Geometry, symmetry, and art all connect in real-world design. Your market stall shows how math helps us celebrate global creativity.

Credits

Pattern and Inspiration

Africa & Middle East

Asia

Europe

North & South America

  • Oaxaca Textiles – Smithsonian Learning Lab

    Discover how weavers use symmetry and pattern in Mexican fabrics.

    https://learninglab.si.edu/ (search “Oaxaca weaving”)

  • Aztec and Mayan Patterns – Mexicolore

    Explore symbols and repeating shapes from ancient Mesoamerican cultures.

    https://mexicolore.co.uk/aztecs/home

Teacher Page

Standards:

  • Math:

    • 5.MD.5 – Calculate area and perimeter.

    • 5.G.3/5.G.4 – Identify symmetry and patterns.

  • ISTE:

    • 1.6 – Creative Communicator (use tech tools to design and share).

Materials:

  • Grid paper or digital design tool (Slides, Canva, Desmos).

  • Rulers, colored pencils, or digital drawing tools.

  • Cultural pattern examples (from research).

Differentiation:

  • Provide printed grid templates for students with limited tech access.

  • Offer pattern examples for visual support.

  • Allow students to design by hand or digitally.

This WebQuest aligns with Chisholm’s six culturally supportive teaching elements by encouraging students to explore and represent authentic cultural designs, promoting awareness and respect for diversity. It connects mathematical concepts to real-world art and architecture, making learning culturally relevant and meaningful. The classroom environment supports all cultures equally, allowing students to share their work respectfully. Equitable access is ensured through the use of both paper and digital tools, with examples and resources provided for all learners.