🏛️ Taxes & Society

Scenario

Cards show streetlights, a public library, a private toy, fire service and a public park. Which may be shared services? Who might benefit now or later?

45-minute flow

5m remove streetlights from a town picture and ask what changes; 8m model a shared contribution funding a service used by many; 20m teams sort public-service and private-purchase cards, then discuss mixed cases; 8m compare who benefits now and later; 4m exit: name one shared service.

What pupils do

1. Circle two shared services.
2. Explain why a single household might not buy the whole town's streetlights.
3. Is a privately bought toy the same as a public library?
4. Name a person who may benefit from a library even if they do not use it today.

Scenario

Sort six cards into shared or private: a road, a streetlight, a public library, your own bike, your own snack and your own toy. Explain why a road is shared while a snack is not. All examples are fictional teaching cases, not real tax rules.

45-minute flow

5m ask who owns the road outside school; 8m model "shared" (paid together, used by many) versus "mine" (paid by one, used by one); 20m pairs sort the six cards into "shared" and "mine" and argue any tricky one; 8m discuss a case that could go either way depending on the town; 4m exit: name one shared thing and one private thing.

What pupils do

1. Sort the six cards into "shared" and "mine".
2. Why is a road usually shared, not one person's private property?
3. Name one thing that could be shared in one town but private in another, and say why.
4. Which shared service do you value most, and why?

Scenario

A fictional town has 100 tokens. Minimum needs: school 30, roads 20, safety 20. Options: library 20, park 15, flood reserve 15. Choose a plan, then respond to a flood requiring 10 tokens.

45-minute flow

5m announce the 100-token limit; 8m model minimum needs total 70, leaving 30; 20m groups select optional allocations and write what they defer; 8m introduce a flood that requires 10 tokens and revise; 4m exit: name a defended trade-off.

What pupils do

1. What remains after the three minimum needs?
2. Can library + park fit in the remainder?
3. Choose a plan totalling no more than 100.
4. After the flood, find 10 tokens without exceeding 100 and explain the effect.

Scenario

A class fund holds €30. The wish list is books €15, plants €10, board games €12 and a party €8 — €45 in all. Choose a plan that fits €30 and name what you gave up.

45-minute flow

5m reveal a €30 fund and a longer wish list; 8m add the four wishes to €45 and show it will not fit; 20m groups build a plan that stays within €30 and record what they drop; 8m compare different plans and the reasons behind each choice; 4m exit: name one wish you cut and why.

What pupils do

1. Add the four wishes. What do they total?
2. By how much does the full list go over the €30 fund?
3. Write a plan that fits within €30.
4. Which wish did you give up, and why that one?