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Gresham’s Law.

Choose which of two monies to spend under face-value or commodity-value acceptance.

Interactive experimentintuitiveField note ·
INTERACTIVE EXPERIMENT / P50

Gresham’s Law

Choose which of two monies to spend under face-value or commodity-value acceptance.

PLAY & EXPLAIN

You hold one unit each of two divisible monies. Both have legal face value one, but their commodity values are 1.2 and 0.8. Buy goods worth 0.6 under different acceptance rules.

Shop acceptance rule
Which money do you spend?
Units of chosen money spent
—
Commodity value retained
2.00

At enforced equal face value, spending the low-metal money preserves more commodity value. At commodity-value prices, either payment retains 1.4. Gresham’s law is conditional on valuation and acceptance rules, not a universal claim that inferior products displace superior ones. Divisible units simplify the accounting.

Divisibility and frictionless acceptance are teaching conveniences. No universal claim about inferior products, cryptocurrencies or freely floating monies follows from this scenario.

THE SHORT VERSION

Gresham’s Law, explained.

Gresham’s law describes the tendency for undervalued money to leave circulation when different monies must trade at a fixed legal valuation.

01 / THE MECHANISM

Why it happens

Equal face-value monies have commodity values 1.2 and 0.8. Spending divisible units on goods worth 0.6 preserves more commodity value when the low-metal money is spent; commodity-value pricing removes that difference.

Gresham’s law describes the tendency for undervalued money to leave circulation when different monies must trade at a fixed legal valuation.

Read the result

Both monies have equal legal face value only in the first regime. The commodity-pricing regime changes units required to buy the same goods.

02 / FOLLOW IT THROUGH

A worked example

Spend low-valued money under fixed acceptance

  1. Choose the equal-face-value rule and buy goods worth 0.6 using the low-metal money.

  2. Compare retained commodity value 1.52 with 1.28 if the high-metal money is spent instead.

  3. Switch to commodity-value pricing and inspect equal retained value 1.4 for either divisible payment.

OPTIONAL DEEPER DETAILGo deeper: inside the model

Inside this model

Equal face-value monies have commodity values 1.2 and 0.8. Spending divisible units on goods worth 0.6 preserves more commodity value when the low-metal money is spent; commodity-value pricing removes that difference.

03 / BEYOND THE EXPERIMENT

Where this idea is useful

A practical use

Identify the enforced exchange or acceptance rule before applying the phrase bad money drives out good.

CHECK YOUR INTUITION

A common misconception

THE TEMPTING CONCLUSION

“Gresham’s law says inferior products always defeat superior products.”

THE MORE USEFUL DISTINCTION

The monetary argument depends on a valuation or acceptance rule that overvalues one money relative to another, not a universal competitive-products claim.

What this explanation leaves out

  • Divisibility and frictionless acceptance are teaching conveniences. No universal claim about inferior products, cryptocurrencies or freely floating monies follows from this scenario.
ONE MORE QUESTION

Why permit fractions of coins in the example?

Divisible units isolate the value accounting without denomination constraints; they are an explicit simplification rather than a historical transaction reconstruction.

TAKE THE IDEA WITH YOU

What enforced valuation makes one form of money more attractive to spend than retain?

Associated thinkers

Associated withThomas Gresham ↗

Associations marked provisional are awaiting source review.

Further reading

Explore the original research or the teaching reference behind this experiment.