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CIRCULAR LAB
Teacher guide

Teacher summary

Beverage packaging

Design packaging for a drink where it matters how many times it is used, how far it travels and what happens to it after drinking.

Open scenario

The activity takes 20–25 minutes in pairs. The riddle in step 4 can also be used as a stand-alone lesson opener: the class guesses, then checks the result on the sliders.

The task for students

You are designing packaging for an everyday soft drink for a regional producer. Single-use packaging is light and cheap; refillable packaging is heavier and more expensive, but it is used many times. Decide what the packaging is made of, where it is transported from, how it is returned and what happens to it after drinking.

Learning goals

  • Students explain that reuse pays off only from a certain number of refills.
  • Students understand the effect of packaging weight and transport distance on the overall impact.
  • Students distinguish deposit systems, separate collection and reuse.
  • Students can argue when refillable packaging is better than single-use and when it is not.

What students do, step by step

7 steps follow the product’s life cycle. Students can go back and change any decision.

Key concepts

Models used in the scenario

Suggested lesson flow

Total 35 minutes. See the teacher guide for shorter and longer variants.

Key insights to bring out

What students should be able to say after the activity.

  • Reuse pays off only above a break-even number of refills, and only if the journey is short enough – weight × distance matters.
  • A deposit system raises the return rate and delivers clean, sorted material, which is what makes bottle-to-bottle recycling possible.
  • Reusing packaging (washing and refilling) and recycling it are different routes: recycling destroys the package, reuse does not.

Common misconceptions

Useful for follow-up questions during the discussion.

Discussion questions

Taking it further

Ideas for homework, a project or a debate.

  • Homework: find out whether your country or region has a deposit scheme and what return rate it reaches.
  • Change the transport assumptions in the experiment (distance) and note how the break-even point moves.
  • Compare an aluminium can with a refillable glass bottle for a local and for a distant filling plant.