The design of this learning resource is primarily grounded in constructivist learning theory. Constructivism suggests that learners actively build their understanding by connecting new knowledge with their prior experiences rather than simply memorizing information. For elementary school students learning fractions, this approach is particularly important because fractions represent a conceptual shift from whole numbers to part-whole relationships.
Young learners often develop misconceptions about fractions when they try to apply whole-number reasoning to fractional quantities. Constructivist learning theory supports the use of hands-on activities, visual models, and real-world contexts to help students build conceptual understanding. When students manipulate objects such as fraction circles, blocks, or visual diagrams, they can explore how fractions represent equal parts of a whole and develop a deeper understanding of relationships between numerators and denominators.
Constructivism also emphasizes active engagement, discussion, and collaborative learning. Through group activities and guided exploration, students can compare their thinking with others and refine their understanding. This social interaction allows learners to identify and correct misconceptions about fractions. In addition, providing multiple representations of fractions, such as visual, symbolic, and contextual representations, supports different learning styles and strengthens conceptual understanding.
This learning theory is well suited for the topic of fractions because it encourages students to develop meaning through experience rather than relying solely on procedural instruction. By allowing students to explore, discuss, and visualize fractional relationships, constructivist approaches help reduce misconceptions and support long-term mathematical understanding.