Fractions are often the first abstract concept primary students encounter, and how we teach them shapes their mathematical confidence for years. Rather than jumping straight to textbook worksheets, students need tactile, visual experiences with real objects before they can understand symbols like 1/2 or 3/4.
Start with coloured paper. Have students fold rectangles in half, then unfold and colour one section. "This is 1/2." Fold again into quarters. "This is 1/4." They can literally see how fractions relate to wholes.
Why it works: Paper folding makes fractions visual and tactile. Students can compare sizes by folding different papers the same way.
Pizza is the classic, but consider Australian contexts: lamingtons, Anzac biscuits, or a shared Tim Tam. Cut into halves, quarters, eighths. Ask: "If we share this among 4 friends, what fraction do we each get?" Real food makes the concept sticky (literally and metaphorically).
Use string, rope, or measuring tape. Cut a length into halves, thirds, quarters. Measure how long each piece is. "This whole piece is 60cm. If we fold it in half, each half is 30cm." This bridges to formal measurement.
Give students play money or counters. "We have $20 to share fairly among 4 people. How much does each person get?" This introduces fractions through division in a context kids understand.
Pattern blocks come in different sizes. A large hexagon might be the whole. A trapezoid is 1/2. Small triangles are 1/6. Students can build fraction relationships physically.
Once students have concrete understanding, introduce diagrams (draw your folded paper), then symbolic notation (1/2, 1/4). The progression is always: concrete → pictorial → abstract.
