Free GARP FRM-Part-2 Exam Questions

A risk analyst is evaluating an investment portfolio using the Fama-French threefactormodel. The analyst regresses thirty years of weekly portfolio returns againstthe three factors of the model. The analyst obtains the following regression results:Alpha 0.10Market coefficient 0.52SMB coefficient 0.18HML coefficient -0.70Assuming all estimated coefficients are statistically significant, which of the following is correct?

A fund manager owns a portfolio of options on TUV, a non-dividend paying stock. The portfolio is made up of 5,000 deep in-the-money call options on TUV and 20,000 deep out-of-the-money call options on TUV. The portfolio also contains 10,000 forward contracts on TUV. Currently, TUV is trading at USD 52. Assuming 252 trading days in a year, the volatility of TUV is 12% per year, and that each of the option and forward contracts is on one share of TUV, which of the following amounts would be closest to the 1-day 99% VaR of the portfolio?

A credit analyst is evaluating the liquidity of a small regional bank while preparing a report for a credit committee meeting. With quarterly financial statements, the analyst calculates some relevant liquidity indicators over the past three years. Which of the following trends over this period should the analyst be most concerned about in the credit risk report?

Country X’s banking regulator established sector-specific cybersecurity requirements. This most likely indicates that Country X is a(n):

A portfolio manager is revising an equity portfolio with the goal of attaining theoptimal portfolio on the portfolio’s efficient frontier. The manager believes this goalcan be achieved by replacing a stock in the portfolio with a new stock that is not partof the existing portfolio and keeping the portfolio value constant. The managerconsiders the following alternative actions:• Action 1: Sell the stock with the highest marginal VaR and purchase anequivalent value of a new stock that would have the lowest marginal VaR in the portfolio.• Action 2: Sell a particular stock and purchase an equivalent value of a newstock, which would cause the ratio of expected excess returns to portfoliobeta for all stocks in the portfolio to be equal.• Action 3: Sell a particular stock and purchase an equivalent value of a newstock, which would cause the portfolio betas of all stocks in the portfolio to be equal.• Action 4: Sell a particular stock and purchase an equivalent value of a newstock, which would significantly decrease the portfolio standard deviationwithout changing the average excess portfolio return.Which of the actions above would create an optimal portfolio?