🧮 MATH CIRCLE – ACTIVITY 22 🌿 Fractal Geometry

 

🧮 MATH CIRCLE – ACTIVITY 22

🌿 Fractal Geometry

📅 DATE: 03-12-2025

Objective:

To explore recursive patterns and self-similarity in fractals.

Purpose:

To connect geometry with art through fractal designs.

Learning Outcomes:

• Understand self-similar patterns.
• Create fractals like Sierpinski triangle.
• Appreciate recursive mathematical beauty.

Skills Developed:

Visualization, creativity, recursion understanding.

Procedure:

1. Teacher introduces fractals.
2. Students create Sierpinski triangle using paper folding/shading.
3. Discuss patterns and repetition.

Teacher’s Observations:

Students were amazed by repeating patterns and enjoyed the artistic aspect.

Student’s Reflections:

It was beautiful to see shapes repeating again and again!
— By ____________

Photo Caption:

📸 Students creating fractal patterns through geometric repetition.