Free GARP FRM-Part-2 Exam Questions

Bank, Inc., (Bank) operates in the United States and has a service contract in place with Service Co. (Service), which operates in France. Service manages a significant amount of confidential customer data for Bank, and recently a computer glitch at Service resulted in the accidental public disclosure of confidential customer data. As a result of the data breach, which of the following risks is Bank least likely to face?

Which of the following methods is not one of the three approaches for mapping a portfolio of fixed-income securities onto risk factors?

Which of the following features is least likely a benefit of collateralization?

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 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?