JOHN MAINA hat das Projekt "Math Barriers Around the World: Building Inclusive Learning Together" in Class2Class.org erstellt
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Math Barriers Around the World: Building Inclusive Learning Together
Worum geht es bei diesem Projekt?
- Alter der Schüler:innen
- 9-12 Jahre, 13-15 Jahre, 16-18 Jahre, 18+ Jahre
- Projektlaufzeit
- 4 Wochen
- Startmonat
- November 2026
Dieses Projekt trägt zu folgenden globalen Zielen bei
Dieses Projekt fördert und schützt die Rechte dieser Kinder
Lernergebnisse
Zu entwickelnde Kompetenzen
Projektaktivitäten
What Makes Math Hard? Spotting Barriers in Our Class
Students explore their own classroom to identify one specific mathematics barrier they notice—such as difficulty with word problems, understanding fractions, or staying focused during lessons. They document their observation with examples and reflect on why they think this barrier exists.
Comparing Math Barriers Across the World
Students exchange their documented barriers with a partner class and analyze the responses to discover which barriers are universal and which are unique to their context. They work in small groups to sort and discuss the findings, then prepare to create a visual comparison.
Creating a Visual Comparison of Math Barriers
Students collaborate with their international partners (asynchronously or via shared digital space) to design a simple visual comparison—such as a chart, infographic, or illustrated poster—showing how different learners experience the same mathematical concept. They explain the connections they discovered and reflect on what they learned about barriers across cultures.
Sharing Our Learning: Math Barriers Around the World
Students present their visual comparison and explain what they discovered about universal and unique math barriers. They reflect on how understanding barriers from other classrooms has changed their thinking about helping all learners succeed in mathematics.
Applying the Graduated Approach: From Barrier to Support Plan
Students use the Assess-Plan-Do-Review cycle to dig deeper into one math barrier they or a partner student observed, identifying the root cause, designing a simple support strategy, and predicting what success would look like. They then compare their support ideas with the partner class to see which strategies work across different contexts.