2016-FRR Exam Dumps - Financial Risk and Regulation (FRR) Series

To convert annualized volatility to daily volatility, we can use the formula:𝜎daily=𝜎annual252σdaily​=252​σannual​​

Given the annualized standard deviation (volatility) of the portfolio returns is 30%, we calculate the daily volatility as follows:𝜎daily=30%252≈30%15.87≈1.89%σdaily​=252​30%​≈15.8730%​≈1.89%

This value is closest to 1.0%, making option A the correct answer.

A bank customer can use either a plain vanilla option or an option contract with volumetric flexibility to reduce market risk and basis risk. Market risk involves the risk of changes in market prices, and basis risk involves the risk that the derivative's price does not move perfectly with the underlying asset. Operational risk, on the other hand, involves risks related to internal processes, systems, or external events, which are not typically managed through financial derivatives like options.

References

Verified from the discussion on managing market and basis risks with options in the book "How Finance Works"​​.

The TED spread is calculated as the difference between the interest rates on interbank loans and short-term U.S. government debt (T-bills). Specifically, the TED spread = LIBOR - Treasury bill rate. In this case, the 3-month LIBOR rate is 2.5% and the yield on the 3-month U.S. Treasury bill is 0.5%. Thus, the TED spread is 2.5% - 0.5% = 2.0%.

Back testing VaR models involves comparing the predicted losses (VaR estimates) with the actual daily profits and losses to assess the accuracy and reliability of the VaR model. This process helps in validating whether the model is effective in predicting risk and in identifying any discrepancies between predicted and actual outcomes. Therefore, the correct statement about back testing the VaR models is option B.

Risk Adjusted Return on Capital (RAROC) is the ratio of profitability to the risk of a trading portfolio or bank business unit. This measure helps in assessing how much return is generated per unit of risk, allowing banks to compare the performance of different business units and investment opportunities on a risk-adjusted basis.

In the context of options trading, delta hedging involves managing the delta (rate of change of the option's price with respect to changes in the underlying asset's price) to be neutral.

Options premium: Represents the cost paid to eliminate execution risk associated with sudden market moves (gapping markets).

Execution risk: The risk of being unable to adjust positions quickly enough in response to market changes.

By purchasing options, the trader removes the risk of needing to adjust a delta-neutral position during large market movements. The premium paid is the cost of this protection.

References

Source: How Finance Works​

The Chief Risk Officer (CRO) should report to the CEO or the Board of Directors. This ensures that the CRO maintains independence from the business units whose activities they are monitoring and managing, which is critical for unbiased risk assessment and management.

Non-statistical risk measures typically used to quantify market risk include:

Option Sensitivities:

Measures such as delta, gamma, vega, and theta which indicate how option prices are affected by various factors.

Convexity:

This measures the sensitivity of the duration of a bond to changes in interest rates, an important factor in bond risk management.

Basis Point Values (BPV):

This measures the change in the value of a financial instrument or portfolio for a one basis point change in yield, used to assess interest rate risk.

Net Closed Positions:

This is not typically used to quantify market risk. It simply represents the net value of positions that have been offset or closed out and does not provide a measure of risk exposure.

Thus, net closed positions are not typically used to quantify market risk.

References

Source: How Finance Works​