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Trading Challenge Economics

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Trading Challenge Economics

Use the market snapshot and scenario to investigate how value, scarcity and choice shape trade. Show calculations where needed. Assume all prices are in New Zealand dollars (NZ$).

Scenario: The Harbour Market

At a community exchange market, traders can swap items directly or sell them for cash. Riley brings a reusable insulated drink bottle. Riley would be happy to trade it for a calculator worth at least NZ$18 to them. Morgan has a calculator and would accept the bottle if they value it at NZ$12 or more. A used calculator sells for about NZ$20 at nearby stalls. No one is required to trade.

1.Riley and Morgan might value the same bottle differently. Explain why a market price, the cost of making an item and a person's willingness to trade are related but not identical ideas.
2.Riley is willing to give up the bottle for something they value at NZ$18 or more. Morgan values the bottle at NZ$12 or more. Does their proposed bottle-for-calculator swap create potential gains from trade? Explain using both traders' valuations.
  • Yes. Riley values the calculator at least NZ$18, while Morgan values the bottle at least NZ$12.
  • No. The calculator's nearby selling price is NZ$20, so no swap can benefit both.
  • No. Morgan must value the bottle more than Riley values the calculator.
  • Yes, but only if the bottle cost exactly NZ$12 to produce.
3.Riley can either spend the next hour searching for a calculator or help at a stall for NZ$16. If Riley chooses to search, what is the opportunity cost of that choice? Explain why it is not simply the bottle's original purchase price.

Buyer

Maximum willingness to pay

Hana

$12

Ruben

$10

Buyer

Maximum willingness to pay

Seller

Minimum willingness to accept

Casey

$7

Dev

$11

2 printable pages

  • Trading Challenge Economics, page 1 of 2: Scenario: The Harbour Market

    Page 1

  • Trading Challenge Economics, page 2 of 2: Hana $12

    Page 2

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