FRM Part I · FRM Exam Part I · Credit Risk Transfer Mechanisms
A bank buys 5-year CDS protection on USD 20 million notional at a spread of 150 basis points per year, paid annually. After two years the reference entity defaults, with a recovery rate of 40% on the reference obligation, and the contract is settled in cash immediately after the default event (ignore accrued premium and discounting). What is the protection payout received by the bank?
The payout is USD 12 million, calculated as the notional of USD 20 million times one minus the 40% recovery rate. The spread only determines the annual premium of USD 0.3 million and does not affect the settlement amount.
- AUSD 8 million
- BUSD 12 millionCorrect
- CUSD 20 million
- DUSD 0.3 million
Explanation
Payout = notional x (1 - recovery) = 20 million x 0.60 = USD 12 million. Using the recovery rate itself (USD 8 million) is the wrong-base mistake. The premium of USD 0.3 million (20m x 1.5%) is the annual cost, not the payout.
Did you get it right without looking?
One question tells you little. A timed set on Credit Risk Transfer Mechanisms shows your real accuracy, how long you take and where you lose marks.
More Credit Risk Transfer Mechanisms questions
- Which regulatory response was designed specifically to address the misaligned incentives revealed by the securitization market in the crisis…
- A bank holds a USD 100 million loan with a 5-year maturity and buys 3-year CDS protection on the full notional, with recovery on default of …
- In a typical cash securitization of a pool of loans, the originating bank sells the loans to a special purpose vehicle (SPV). Which feature …
- A bank originates mortgage loans and sells them to a special purpose vehicle that issues securities, relying on the originate-to-distribute …
- A bank buys credit protection on a $100 million loan portfolio from a single insurer through credit default swaps. The bank later worries th…
- A CDS on a reference entity has a quoted spread of 240 basis points. The recovery rate is assumed to be 40%. Using the approximation that sp…