FRM Part II · FRM Exam Part II · Liquidity Risk Management
A bank's available stable funding (ASF) comes from: Tier 1 capital USD 80 million (100% factor), stable retail deposits USD 400 million (95% factor), and wholesale funding from non-financial corporates with maturity under one year USD 300 million (50% factor). Its required stable funding (RSF) is USD 700 million. What is the NSFR and does the bank comply?
Available stable funding is 80 plus 380 plus 150, which equals USD 610 million. Dividing by required stable funding of USD 700 million gives an NSFR of 87.1%, below the 100% minimum, so the bank does not comply.
- AASF 650; NSFR 92.9%; non-compliant
- BASF 610; NSFR 87.1%; non-compliantCorrect
- CASF 610; NSFR 100%; compliant
- DASF 780; NSFR 111.4%; compliant
Explanation
ASF = 80×1.00 + 400×0.95 + 300×0.50 = 80 + 380 + 150 = 610. NSFR = 610/700 = 87.1%, below the 100% minimum, so non-compliant. Option D ignores the factors and simply sums balances.
Did you get it right without looking?
One question tells you little. A timed set on Liquidity Risk Management shows your real accuracy, how long you take and where you lose marks.
More Liquidity Risk Management questions
- A bank's liquidity coverage ratio (LCR) is designed to ensure that it can withstand a specific stress scenario. Which description of the LCR…
- A bank's liquidity stress test assumes a severe combined market and idiosyncratic scenario. Which design feature would most undermine the us…
- A bank has liquid assets of 900 after applying haircuts. In a 30-day stress, it expects run-off of 1,000 retail deposits at 10%, 2,000 unsec…
- A bank's treasurer notes that the bank can no longer roll over its maturing wholesale certificates of deposit at acceptable cost, even thoug…
- During a market stress episode, many leveraged funds sell the same asset as prices fall, triggering margin calls that force further selling.…
- Which of the following is the best example of an exogenous liquidity cost, as opposed to an endogenous one, for a large asset manager?