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Floating exchange rate

A market-determined currency price without a promised target path, with quotation arithmetic, intervention distinctions and point-in-time modelling cautions.

A floating exchange rate is a currency price determined largely by supply and demand in the foreign-exchange market, without a policy commitment to a predetermined parity or target path. For a quant, the consequence is that currency exposure can change value as market conditions change; there is no promised conversion rate to anchor a valuation or hedge. A float is one type of exchange-rate regime.
The RBA's regime explainer contrasts market determination with a currency peg, which ties the rate to a reference currency or basket. Floating does not mean that every observed movement is large, nor that the price is unaffected by public policy.

A higher quote can mean a stronger currency

Suppose a fictional exchange rate is 1.10 USD per EUR at one month-end and 1.12 USD per EUR at the next month-end. These are stipulated nominal bilateral observations, not actual market data. One euro now buys more dollars, so the euro has appreciated against the dollar over this interval.

Writing SS in USD per EUR, the euro's proportional appreciation is

rEUR against USD=S1S0−1=1.121.10−1=155≈0.018182=1.8182%.r_{\text{EUR against USD}}=\frac{S_1}{S_0}-1 =\frac{1.12}{1.10}-1 =\frac{1}{55} \approx 0.018182=1.8182\%.

The exact percentage value is 2011%=1.8181818…%\frac{20}{11}\%=1.8181818\ldots\%. This is the change between the two specified month-ends, without annualisation. It is not an inflation-adjusted change, a trade-weighted currency movement or the total return on a deposit earning interest.

Fictional USD per EUR quote rises from 1.10 at the first month-end to 1.12 at the next month-end. The euro appreciates by approximately 1.8182% against the dollar over that interval.
Fictional USD per EUR quote rises from 1.10 at the first month-end to 1.12 at the next month-end. The euro appreciates by approximately 1.8182% against the dollar over that interval.
Fictional nominal bilateral month-end quotes, in USD per EUR. The arrow compares endpoints; it does not show the path between them. The change is not annualised.

Reversing the quote also changes the percentage denominator. For EUR per USD, the dollar's change against the euro is

1/1.121/1.10−1=−156≈−0.017857=−1.7857%.\frac{1/1.12}{1/1.10}-1=-\frac{1}{56} \approx -0.017857=-1.7857\%.
The euro's appreciation and the dollar's depreciation have opposite signs but different percentage magnitudes. Specify the units before interpreting a return column. The FX primer, free with sign-in, develops quotation, conversion and bid-ask conventions.

Market determination can coexist with intervention

Trade, investment demand, relative interest rates, expectations and risk appetite can all affect currency demand and supply. These are possible drivers, not a formula guaranteeing that a particular announcement produces a particular price move. The RBA's drivers explainer also explains why its floating arrangement leaves room for intervention during disorderly or dysfunctional markets.
A central bank buying or selling currency can influence that market. The relevant distinction is the policy objective: moderating disruption while allowing adjustment differs from defending a specified exchange-rate level. Labels also depend on the source's terminology. The RBA describes rare intervention during disorderly conditions in a freely floating regime; the IMF's discussion describes some free-floating economies as intervening almost never. Neither description establishes a universal promise of zero intervention.
Intervention also involves costs and trade-offs. The IMF's intervention discussion identifies circumstances in which it may help a floating regime, including illiquid markets and vulnerabilities from unhedged foreign-currency borrowing. The label alone does not establish whether intervention will occur or succeed.

Use a regime label with its information date

A quiet exchange-rate series is compatible with a float facing small shocks; it is not sufficient evidence of a peg. Conversely, intervention by itself does not settle the classification. Distinguish the announced arrangement from observed policy behaviour and identify whose classification is being used.

For historical research, retain both the period a regime label describes and the date that label became available. A later assessment using subsequent observations must not be silently inserted into an earlier trading decision. Record announcements, effective dates and classification revisions separately. This is a point-in-time data requirement, not a claim that regime changes can be predicted from price history alone.

Sources

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