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NEW QUESTION: 1
What are the different command sources that allow you to communicate with the API server?
A. SmartConsole GUI Console, mgmt._cli Tool, Gaia CLI, Web Services
B. API_cli Tool, Gaia CLI, Web Services
C. SmartView Monitor, API_cli Tool, Gaia CLI, Web Services
D. SmartConsole GUI Console, API_cli Tool, Gaia CLI, Web Services
Answer: A

NEW QUESTION: 2
The primary service provided by Kerberos is which of the following?
A. confidentiality
B. non-repudiation
C. authentication
D. authorization
Answer: C
Explanation:
non-repudiation. Since Kerberos deals primarily with symmetric cryptography, it does not help with non-repudiation.
confidentiality. Once the client is authenticated by Kerberos and obtains its session key and ticket, it may use them to assure confidentiality of its communication with a server; however, that is not a Kerberos service as such.
authorization. Although Kerberos tickets may include some authorization information, the meaning of the authorization fields is not standardized in the Kerberos specifications, and authorization is not a primary Kerberos service.
The following reference(s) were/was used to create this question:
ISC2 OIG,2007 p. 179-184
Shon Harris AIO v.3 152-155

NEW QUESTION: 3
A retail client of yours is interested in knowing how high an annual return a major stock index might have, as a once in a twenty year event. The index in question has had an annual return of 11% with a standard deviation of 22%. You believe these returns have been normally distributed. What is the high return that could be expected once in twenty years?
A. 54.1%.
B. 47.2%.
C. 22.0%.
Answer: B
Explanation:
Once in twenty years is 1/20 = 5%. So the client seeks the 95th percentile return. This could be obtained by computing a 95% confidence interval. However, since our information will be based at the mean, we should seek the 90% confidence interval, where the other 10% is split between the lower and upper bounds of the distribution. That way, we can obtain the upper 5% figure. The upper bound of the
9 0% confidence interval is 11% + 22%*1.645 = 47.2%.