Jack Richardson wants to compute the 1-month VaR of a portfolio with a market value of USD 10 million, with an average monthly return of 1% and average monthly standard deviation of 1.5%. What is the portfolio VaR at 99% confidence level?
Probability Cumulative Normal distribution
0.90 1.282
0.91 1.341
0.92 1.405
0.93 1.476
0.94 1.555
0.95 1.645
0.96 1.751
0.97 1.881
0.98 2.054
0.99 2.326
A. 164,500What does correlation between two variables measure?
A. Symmetry of a joint distribution of the two variables.Altman's Z-score incorporates all the following variables that are predictive of bankruptcy EXCEPT:
A. Return on total assetsSamuel Teng owns a portfolio of bonds and is trying to compute the convexity of his portfolio. Which of the following choices equals the convexity of Samuel's portfolio?
A. Minimum of the convexities of the component bondsMost loans and deposits in the interbank market have a maturity of:
A. More than 10 yearsWhich one of the following statements correctly identifies risks in foreign exchange forwards?
A. Short-term forward price fluctuations are driven by changes in the spot exchange rate, since most inter- country interest rates differentials are significant, and the effect of compounding is large for short periods of time.For a bank a 1-year VaR of USD 10 million at 95% confidence level means that: A. There is a 5% chance that the bank would lose less than USD 10 million in a year.
B. There is a 5% chance that the bank would lose more than USD 10 million in a year.Which one of the following statements accurately describes market risk tolerance?
A. Market risk tolerance is the maximum likely gain in the market value of portfolios over a given period of time.In the United States, foreign exchange derivative transactions typically occur between
A. A few large internationally active banks, where the risks become concentrated.James Johnson bought a coupon bond yielding 4.7% for $1,000. Assuming that the price drops to $976 when yield increases to 4.71%, what is the PVBP of the bond.
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