For Pi Day, I worked with a group to set up an interactive stall focused on mathematical paradoxes. Our goal was to make students think critically about logic and probability while keeping the experience engaging and accessible. This required thorough research, preparation and modification of complex concepts to ensure they were easy to understand and also conceptually correct and incorrect(Paradoxes).

LO1 – Identify own strengths and develop areas for growth:
I have always enjoyed exploring math concepts, this experience helped me to recognize the importance of simplifying complex ideas without losing their essence. I also realized that engaging an audience requires more than just knowledge—it demands clear communication, adaptability, and the ability to spark curiosity.

LO2 – Demonstrate that challenges have been undertaken, developing new skills:
One of the biggest challenges was presenting paradoxes in a way that made sense to students of different age groups. Some concepts, like the Monty Hall problem and Zeno’s paradox, were counterintuitive and required careful structuring to avoid confusion. Through trial and error, I improved my ability to explain abstract ideas using relatable examples.

LO3 – Initiate and plan a CAS experience:
Planning the stall was a team effort. We researched different paradoxes, decided which ones would be most engaging, and structured our explanations to make them interactive. We also had to anticipate potential questions and misconceptions, ensuring we were prepared to guide discussions effectively.

LO4 – Show perseverance and commitment in CAS experience:
During the event I had to adjust my approach multiple times based on students’ reactions. Some paradoxes needed clearer explanations, and in some cases, I had to reframe concepts entirely. Instead of simply stating answers I encouraged students to work through the logic themselves. Staying patient and committed to making the activity engaging required continuous effort.

LO5 – Demonstrate skills and benefits of working collaboratively:
Since this was a group task, effective teamwork was essential. We divided responsibilities, ensuring that each member contributed to explaining different paradoxes and managing student engagement. Collaborating allowed us to refine our approach by discussing which explanations worked best and adjusting accordingly.

LO7 – Recognise and consider the ethics of choices and actions:
Mathematical paradoxes often challenge intuition, so it was important to present them responsibly. We made sure our explanations were accurate and avoided misleading interpretations. Additionally, we encouraged critical thinking rather than simply giving away answers, ensuring students engaged with the logic behind each paradox.

This experience reinforced my appreciation for the beauty of mathematical reasoning while also improving my ability to communicate complex ideas effectively. Working in a team made the process even more rewarding, as we learned from each other and adapted to make the stall as engaging as possible.