FRM Part II · FRM Exam Part II · Covered Interest Parity Lost: Understanding the Cross-Currency Basis
A bank's treasurer observes that the one-year EUR/USD basis is -50 bp and the bank can lend dollars via an FX swap while borrowing dollars directly at the USD rate. Another institution holds a large euro-denominated high-quality bond portfolio and could swap into dollars. Which statement best explains why the persistent basis is not arbitraged away by well-capitalised banks, as discussed in the post-crisis literature?
The basis persists because arbitrage consumes scarce balance sheet capacity. Post-crisis leverage ratio and capital constraints make the hedged trade costly for banks even though it appears riskless, so limits to arbitrage combined with imbalanced dollar demand allow deviations from covered interest parity to remain.
- ABalance sheet costs, such as leverage ratio and capital requirements, make the arbitrage trades unattractive even though they appear risklessCorrect
- BCovered interest parity holds exactly after the crisis, so the basis is only a measurement error
- CCentral banks forbid banks from trading FX swaps with each other
- DThe arbitrage requires taking large unhedged exchange rate risk
Explanation
The arbitrage is hedged, so FX risk is not the issue. Regulatory balance sheet constraints (leverage ratio, G-SIB surcharges, window-dressing at reporting dates) raise the effective cost of the arbitrage trade, so limited arbitrage capital allows the basis to persist. The claim that parity holds exactly contradicts the reading.
Did you get it right without looking?
One question tells you little. A timed set on Covered Interest Parity Lost: Understanding the Cross-Currency Basis shows your real accuracy, how long you take and where you lose marks.
More Covered Interest Parity Lost: Understanding the Cross-Currency Basis questions
- Research on the post-crisis basis finds that deviations tend to widen at quarter-ends, especially for banks subject to leverage ratio report…
- Spot EUR/USD is 1.1000 USD per EUR. The 1-year USD interest rate is 4.00% and the 1-year EUR rate is 2.00%. Under CIP the forward would be 1…
- A bank has a 3-month USD LIBOR-equivalent rate of 5.00% and a 3-month EUR rate of 3.00%. The 3-month EUR/USD cross-currency basis is -60 bps…
- In a standard FX swap used by a euro-based bank to raise dollars for one year, which description of the cash flows is correct?
- Which statement best describes the arbitrage logic that underpins covered interest parity?
- The 3-month USD rate is 5.00% (annualised, simple, act/360 approximated as 0.25 year) and the 3-month EUR rate is 3.00%. Spot EUR/USD is 1.1…