🌿 Your Garden is a Science Lab!
A garden is full of science! When you grow plants, you're learning about biology, chemistry, and ecology. Let's explore the amazing science that makes gardens grow.
Garden Plot Science — Growing and Learning · Years 7–10
A garden is full of science! When you grow plants, you're learning about biology, chemistry, and ecology. Let's explore the amazing science that makes gardens grow.
Plants use light energy to make food through photosynthesis.
Water travels up through roots and brings nutrients to leaves.
Soil provides nutrients and anchors roots.
Plants breathe in carbon dioxide for photosynthesis.
Photosynthesis is how plants turn sunlight into food!
Formula:
Sunlight + Water + Carbon Dioxide → Glucose (sugar) + Oxygen
This happens in the chloroplasts in leaves. Chlorophyll (the green pigment) captures the light.
Draw a plant and label: sunlight, CO₂ entering leaves, water coming up roots, oxygen leaving, sugar stored
What type of soil do you have?
A garden is an ecosystem — all the living things depend on each other:
Māori were expert gardeners who brought kūmara from Polynesia and developed techniques for NZ's colder climate:
Track your plant's growth over time:
| Date | Height (cm) | Leaves | Observations |
|---|---|---|---|
What science did you discover in the garden?
Level 3–4: Investigate social, cultural, environmental, and economic questions; gather and evaluate evidence from diverse sources; communicate findings and reasoning clearly for different audiences and purposes.
Level 3–4: Read, interpret, and evaluate information texts; write clearly and purposefully for specific audiences; apply critical thinking skills to evaluate sources and construct well-reasoned responses.
Reflect on your learning. What was the most important idea? What question do you still have?
This resource sits within a kaupapa that recognises mātauranga Māori as a living knowledge system with its own frameworks, values, and ways of understanding the world. The New Zealand Curriculum calls for learning that reflects the bicultural partnership of Te Tiriti o Waitangi, which means every subject area has an obligation to engage authentically with Māori perspectives — not as cultural decoration but as substantive contributions to how we understand our topics. The concepts of manaakitanga (care for others), kaitiakitanga (guardianship), whanaungatanga (relationship and belonging), and tino rangatiratanga (self-determination) provide a values framework applicable across all learning areas, and all are relevant to the work in this handout.
This handout is designed to be used alongside other resources in the same unit. Related materials are linked in the unit planner. All content is provided — no additional preparation is required to use this handout in your classroom.
Students will engage with this resource to build pāngarau (mathematical) understanding — developing number sense, pattern recognition, and mathematical reasoning through hands-on, culturally grounded activities that connect to tamariki's world.
Scaffold support: Use concrete materials (blocks, counters, fingers) for entry-level engagement before progressing to abstract representations. Offer extension challenges asking students to generalise a pattern, write their own word problem, or explain their strategy to a partner.
ELL / ESOL: Mathematical language is a discipline-specific barrier — pre-teach key terms (e.g., equals, more than, fewer, pattern, factor) using visual representations. Allow students to demonstrate mathematical understanding non-verbally or through drawing. Pair with a bilingual buddy where possible.
Inclusion: Embed choice in how students engage — oral, written, or diagrammatic responses are all valid. Neurodiverse learners benefit from short, chunked task sequences with immediate feedback loops. Avoid timed drills in favour of exploratory tasks that reward curiosity. Make the maths classroom a safe place to be wrong and try again.
Mātauranga Māori lens: Pāngarau is a living tradition in Te Ao Māori — from the geometric precision of tukutuku and kōwhaiwhai patterns to the navigational mathematics of waka hourua, and the seasonal calculations embedded in maramataka. Framing early number sense within these contexts shows tamariki that mathematics is a human, culturally rich endeavour — not a foreign import. Encourage students to see counting, measuring, and patterning as acts of knowing their world.
Prior knowledge: Designed for early learners. No prior formal mathematics knowledge required. Teachers should assess current number knowledge before selecting appropriate entry points.