
Maths • 90 • 6 students • Created with AI following Aligned with Australian Curriculum (F-10)
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This is lesson 1 of 10 in the unit "Design a Sustainable Community". Lesson Title: Launch the Community Challenge Lesson Description: WALT: understand the project brief, identify community needs and use mathematical questions to plan an investigation. Explore sustainable community-space examples, form mentoring teams and establish roles. Success criteria: I can describe the design challenge, identify constraints and propose measurable questions. Differentiation: provide a visual brief, vocabulary bank, worked questioning examples and teacher conferencing. Extension: rank competing needs using a justified scoring system. Active learning/resources: gallery walk, project brief, design journal and introductory slides.
Students begin the ten-lesson “Design a Sustainable Community” project by unpacking the brief, exploring examples of sustainable community spaces and identifying local needs. They formulate measurable mathematical questions that could guide later data collection, modelling and design decisions, while establishing mentoring teams and project roles.
0–8 min · Hook and purpose. Open with the provocative community challenge opening showing a striking before-and-after image of an underused space transformed into a sustainable community area; students silently note what they notice, wonder about and think the community might need. Briefly introduce the WALT and explain that today’s questions will shape the project.
8–23 min · Unpack the brief. Display the project brief and success criteria and distribute the community challenge planning sheet. Teacher reads the brief aloud, clarifies that teams will design a sustainable shared space for a defined community, and models highlighting the purpose, audience, constraints and required evidence. Students annotate the brief and complete a “must include / may choose / need to find out” table.
Suggested brief: “Design a sustainable community space that responds to identified local needs. Your proposal must use evidence, include a labelled plan, justify important decisions mathematically and stay within stated space, material and budget constraints.”
23–40 min · Gallery walk: sustainable spaces. Place six visual examples around the room, such as a community garden, shaded seating area, water-sensitive park, accessible recreation space, bicycle hub and pollinator garden. Use gallery-walk instructions and discussion prompts to establish a silent viewing round followed by discussion. In pairs, students record observed features, possible users, sustainability benefits, questions and potential constraints on the worksheet. Regroup the class of six to compare observations and identify recurring needs.
40–55 min · From needs to mathematical questions. Teacher explicitly distinguishes a broad question (“Would people like a garden?”) from a measurable mathematical question (“How much planting area could fit if the available space is 12 m by 8 m?”). Model turning needs into questions about area, perimeter, ratios, rates, costs, capacity, travel distance or survey results. Students improve three provided examples and write at least three questions of their own, checking that each has a measurable variable, possible data source and clear unit where appropriate.
55–70 min · Team formation and roles. Form two mentoring teams of three, balancing confidence, communication and support needs. Display team roles and collaboration routine. Each team selects or allocates facilitator, evidence manager and design-mathematician roles, with roles rotating in later lessons. Students create a team name, agree on respectful discussion norms and record individual responsibilities in their design journals. Teacher conferences briefly with each student to check understanding and clarify a preferred role.
70–83 min · Prioritise needs and plan investigation. Teams list their five most important possible community needs and select two or three to investigate first. They identify whose views or measurements are needed, what could be sampled fairly and what mathematical information would help. For extension, students rank competing needs using a justified scoring system, explaining criteria such as community benefit, sustainability, accessibility, cost and feasibility. Teams prepare a short verbal proposal using the sentence frame: “We think ___ is important because ___. We will investigate it by measuring/collecting ___.”
83–90 min · Share and exit check. Each team gives a one-minute proposal while peers identify one strength and one question. Revisit plenary and exit-ticket prompts. Students complete the final section of the community challenge planning sheet: describe the challenge, name one constraint and submit their strongest measurable mathematical question. Collect journals or photograph pages for planning Lesson 2.
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