Visibility of eTwinning Projects Group July 2026 Newsletter technology and the arts. Pupils designed creative constructions, investigated mathematical concepts through artistic expression, solved practical engineering challenges and documented their discoveries using digital technologies. Mathematics became a connecting language between disciplines rather than an isolated subject.
thinking naturally connects with scientific inquiry, engineering design, artistic creativity and digital innovation.
Each learning experience was carefully designed to encourage children to investigate authentic situations, identify relationships, test ideas and reflect on their discoveries. Mathematics became the common language that connected different disciplines, allowing pupils to understand that knowledge is interdisciplinary by nature.
Science activities invited children to observe natural phenomena, compare measurements, investigate shapes, identify patterns and collect data from their environment. Whether exploring leaves, flowers, insects or weather conditions, pupils realised that mathematical concepts are deeply embedded in nature. Measuring, classifying, estimating and interpreting data became natural parts of scientific investigation.
STEAM as a framework for meaningful learning One of the most distinctive features of Living Math Explorers was the integration of mathematics within a broader STEAM( Science, Technology, Engineering, Arts and Mathematics) framework. Rather than treating mathematics as an isolated subject, the project demonstrated that mathematical
Engineering challenges encouraged children to think like young designers. Using simple materials, they constructed bridges, towers, geometric models and creative structures inspired by real-life situations. Through trial and error, they discovered that successful design requires careful planning, logical reasoning and continuous improvement. These activities strengthened perseverance and demonstrated that mistakes are valuable learning opportunities rather than failures. Art provided another meaningful context for mathematical exploration. Symmetry, proportion, tessellations, patterns and
223