2016-FRR Pattern & Garp Reliable 2016-FRR Exam Questions - Financial Risk And Regulation (FRR) Series - Omgzlook

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2016-FRR PDF DEMO:

QUESTION NO: 1
To estimate a partial change in option price, a risk manager will use the following formula:
A. Partial change in option price = Delta x Gamma x (1+ Change in underlying price)
B. Partial change in option price = Delta x Gamma x Change in underlying price
C. Partial change in option price = Delta x Change in underlying price
D. Partial change in option price = Delta x (1+ Change in underlying price)
Answer: C

QUESTION NO: 2
US-based BetaBank have accumulated Japanese yen, Japanese government bonds, options on
Japanese yen,
and positions in commodities that have a positive correlation with yen. Which one of the four following
non-statistical risk measures could be used to evaluate the BetaBank's exposure to the Japanese economy?
A. Position turnover
B. Position sensitivities
C. Position concentrations
D. Position volatility
Answer: C

QUESTION NO: 3
Suppose that a regulator deems all corporate debt to have the same risk level. Which of the following behavior
of banks would be an example of regulatory arbitrage?
A. Banks increase their exposure to corporate debt.
B. Banks shift their exposure to more risky corporate debt.
C. Banks shift their exposure to less risky corporate debt.
D. Banks decrease their exposure to corporate debt.
Answer: B

QUESTION NO: 4
Which one of the following areas does not typically report into a central operational risk function?
A. Geopolitical and strategic planning
B. Business continuity planning
C. Embedded operational risk coordinators or specialists or managers
D. Information security
Answer: A

QUESTION NO: 5
ThetaBank has extended substantial financing to two mortgage companies, which these mortgage lenders use
to finance their own lending. Individually, each of the mortgage companies have an exposure at default (EAD)
of $20 million, with a loss given default (LGD) of 100%, and a probability of default of 10%.
ThetaBank's risk
department predicts the joint probability of default at 5%. If the default risk of these mortgage companies were
modeled as independent risks, the actual probability would be underestimated by:
A. 3%
B. 4%
C. 1%
D. 2%
Answer: B

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Updated: May 28, 2022