
Maths • 60 • 25 students • Created with AI following Aligned with New Zealand Curriculum
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This is lesson 7 of 10 in the unit "Shape Shifters: Transformations". Lesson Title: Pattern Makers Lesson Description: Students visualise and create repeating 2D geometric patterns using translation, reflection, and rotation. They analyse a pattern’s rule, repeat unit, and line or rotational symmetry, using tiles, grids, and a pattern-design app. Support: ready-made repeat units and shape banks; extension: design a pattern with two transformation types and explain its rule.
Lesson 7 of 10 in Shape Shifters: Transformations. Students investigate how translation, reflection and rotation can create repeating two-dimensional patterns, then design and explain their own pattern using tiles, grids and a pattern-design app.
Display a striking repeating pattern on the introduction slides and ask: “What would happen if one tile changed direction?” Give students quiet thinking time, then invite observations without naming every transformation immediately. Introduce the goal: pattern makers use a small repeat unit and a rule.
Use the transformation teaching slides to model a simple shape on a square grid. Show:
Model how to mark the repeat unit, state the rule and check whether the pattern has line or rotational symmetry. Emphasise that the shape and its position must remain accurate.
Place students in mixed-ability groups of three or four. Provide paper or plastic tiles, grid paper and shape banks. Each group builds a short pattern, identifies its repeat unit and decides which transformation is being used. Groups explain their pattern to a nearby group, who must predict the next two tiles.
Distribute the pattern design worksheet. Students create one repeating pattern on a grid using a chosen repeat unit. They label the repeat unit, name the transformation, draw an arrow or mirror line where appropriate, and describe any line or rotational symmetry. Students may use the pattern-design app to test and extend their design after drawing it by hand.
Partners swap worksheets and use the prompts on the critique slides: “Can I find the repeat unit?”, “Is the transformation clear?”, and “Can I continue the pattern?” The designer explains their rule without pointing initially. Students make one improvement in a different colour, such as correcting spacing, adding a symmetry line or clarifying the written rule.
Students who finish design a second pattern using two transformation types, such as rotation followed by translation. They write a rule detailed enough for another student to recreate it. Invite two or three students to show their patterns using the sharing slides and compare how different rules can produce organised repeating designs.
Show a final unfamiliar pattern on the plenary slides. Students identify the repeat unit and transformation, then give a one-sentence explanation to a partner. Collect worksheets and ask students to complete the final reflection: “The transformation I understand best is… because…”
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