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NEW QUESTION: 1
Your database is running in ARCHIVELOG mode. You want to take a consistent whole database backup.
Which two statements are true in this scenario?
A. The RMAN backup can be performed while the database is open.
B. The RMAN backup contains only data files.
C. The user-managed backup consists of only formatted data blocks.
D. The database must be shut down to take a user-managed backup.
E. The database must be in MOUNT state to take RMAN backup.
Answer: A,C
NEW QUESTION: 2
You have two servers named Server1 and Server2 that run Windows Server 2016.
Server1 has the DNS Server role installed. The advanced DNS properties for Server1 are shown in the Advanced DNS exhibit. (Click the Exhibit button.) Server 2 is configured to use Server1 as a DNS server. Server2 has the following IP configuration.
Advanced DNS
DNS Manager
Select the appropriate selection if statement is "Yes" or No.
Answer:
Explanation:
NEW QUESTION: 3
Which of the following statements are true:
A. The mean-variance criterion is superior to the principal of maximum expected utility
B. The mean-variance criterion is inferior to the principal of maximum expected utility
C. The mean-variance criterion is a simplification of the principal of maximum expected utility
D. The mean-variance criterion is the same thing as the principal of maximum expected utility
Answer: C
Explanation:
Explanation
The principle of maximum expected utility requires maximizing the expected utilities of the different possible outcomes of a gamble weighted according to the probabilities of their occurrence. This is very difficult to apply in practice in the financial markets where utility functions and various other inputs for maximizing expected utility are not known. Markowitz suggested the mean-variance criterion as a simplification of the principle of maximum expected utility, and it can be shown that the mean-variance gives a good approximation when the range of outcomes under consideration does not exceed plus or minus one coefficient of risk tolerance. (Recall that the coefficient of risk tolerance is the value of x where the gambler is indifferent between equal probabilities of winning x or losing x/2.)
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