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Maurice Taylor, CFA, FRM, is responsible for managing risk in his firm's commodity portfolios. Taylor has extensive experience in the risk management field and as a result has been appointed the task of mentoring entry-level employees. Steven Jacobs is a newly hired Financial Analyst who has been assigned to research the company's risk management process. To verify the accuracy of his findings he consults Taylor. Taylor agrees to thoroughly review Jacobs* findings and volunteers to contribute his knowledge to enhance any part of the report that mentions Taylor's department.
A week later Jacobs, submits his report to his supervisor without reading Taylor's suggestions. Some excerpts from the report are as follows;
* "Many portfolio managers use a ratio that compares the average alpha to the standard deviation of alpha to measure risk-adjusted performance. This ratio can be used to rank their ability to generate excess returns on a consistent basis."
"The main difference between risk governance and risk budgeting is that risk governance is concerned with policies and standards, whereas risk budgeting is concerned with allocating risk."
* "In an ERM system individual portfolio managers are charged with measuring, managing, and monitoring their portfolio risk as well as determining their optimal amount of capital at risk. With this information upper management gains a better overall picture of the firm's risk."
* "The two general categories of risk are financial and non-financial risks. Financial risks include market risk and credit risk. Non-financial risks include settlement risk, regulatory risk, model risk, liquidity risk, operations risk, and political risk." Jacobs' supervisor thanks him for the report and assigns him the next task of researching the firm's VAR calculation methodologies. His supervisor is wondering if the firm should switch to the Monte Carlo Method from the Historical Method. Jacobs again decides to consult Taylor for his expertise. Taylor agrees that using the Monte Carlo Method would be useful since it incorporates returns distributions rather than single point estimates of risk and return- This may be appropriate for Taylor's portfolios since commodity returns can exhibit skewed distributions. Taylor, however, informs Jacobs that there are also advantages to using historical VAR including that it is based on modern portfolio theory (MPT).
Jacobs uses the firm's small cap value portfolio to illustrate the calculation of VAR. The value of the portfolio is $140 million and it has an annual expected return of 12.10%. The annual standard deviation of returns is 18.20%. Assuming a standard normal distribution, 5% of the potential portfolio values are more than 1.65 standard deviations below the expected return.
Jacobs completes his research report on VAR by adding an appendix section on extensions of VAR. He states that one extension that can be particularly valuable in risk management measures the impact of a single asset on the portfolio VAR. This measure captures the effects of the correlations of the individual assets on the overall portfolio VAR.
Assuming its returns are normally distributed and there are 250 trading days in the year, the daily VAR Jacobs will calculate for the small cap value portfolio is closest to:
A. $2.59 million.
B. $27.88 million.
C. $25.10 million.
Answer: A
To calculate the daily VAR, we must first calculate a daily expected return and daily standard deviation.
Note that to obtain a daily standard deviation from an annual standard deviation, we must divide the annual standard deviation by the square root of 250. We then calculate a daily percent VAR by subtracting 1.65 times the daily standard deviation from the daily expected return. The daily dollar VAR is calculated last using the fund's asset base:
Daily expected return = 12.1% / 250 = 0.0484%Daily standard deviation = 18.2% / (250)0.5 -1.1511%Daily percent VAR = 0.0484% - (1.65 x 1.1511%) = -1.8509%Daily dollar VAR = $140 x 1.8509% = $2.59 million.
(Study Session 14, LOS 40.e)

You have three Windows Server Update Services (WSUS) servers named Server01, Server02, Server03. Server01 synchronizes from Microsoft Update.
You need to ensure that only Server02 and Server03 can synchronize from Server01.
What should you do on Server01?
A. Modify %ProgramFiles%\Update Services\ WebServices\serversyncwebservice\Web.config.
B. From the Update Services console, modify the Update Source and Proxy Server options.
C. Modify %ProgramFiles%\Update Services\ WebServices\serversyncwebservice\SimpleAuth.asmx.
D. From the Update Services console, modify the Automatic Approvals options.
Answer: B

A user reports that she cannot connect to network resources from a computer on the company network. The user was able to connect to the network resources yesterday.
You verify that the user's computer is properly physically connected to the network. You discover that the computer's IP address is
You need to restore access to network resources.
What should you do next?
A. Check your router's current routing tables.
B. Verify that the DHCP service is available.
C. Reset the user's password on the server.
D. Flush the cache on the DNS server.
Answer: B