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NEW QUESTION: 1
Examine the following table:

In the table, you deleted the record of Mark Smith. Which of the following will change as a result?
A. Attribute of the table
B. Cardinality of the table
C. Degree of the table
D. Domain of the table
Answer: B
Explanation:
In tables, the number of rows (or tuples) is called the cardinality. When a record (or row) of the table is deleted (or added), the cardinality of the table changes.
Answer A and DWhen a column of the table is changed, the degree (or attribute is changed). The degree of a table refers to the number of columns that a table has. The number of columns contained in a table is referred to by the term degree of the table; if the degree of a table is increased by 1, it means that a new column is added to the table. The degree of the table denotes the number of columns or attributes.
Answer C is incorrect. A Domain is a set of allowable values for one or more attributes. It is also known as the data domain which refers to all the unique values which a data element may contain. The Domain boundary can be defined by rules such as a the data type with an enumerated list of values. Check constraint is also a simple example of defining the boundary of a domain.

NEW QUESTION: 2
Refer to the exhibit.

What activity should occur during the baseline phase, according to the risk reduction model?
A. Establish business metrics and begin sending reports to business unit stakeholders
B. Test policies to ensure that blocking actions minimize business process disruptions
C. Define and build the incident response team
D. Monitor incidents and tune the policy to reduce false positives
Answer: A

NEW QUESTION: 3
You observe a stock that has a risk of premium of 6.5% and is expected to pay a dividend of $1.50 into perpetuity. Furthermore, Treasury Bills are expected to yield 5% over the same period of time. What amount is the most that you would pay for this stock?
A. $15.62.
B. $21.78.
C. $13.04
Answer: C
Explanation:
P (0) = D(1)/(k-g)In this case:D(1) is $1.50, G = 0, since there is no growth in dividends, and
K can be derived as follows:We know that the risk premium or ( k- Rf) = 6.5%, we also know that Rf = 5%, therefore, subtracting Rf in the risk premium equation gives us:k-5%=6.5% => k = 11.5%Hence P =
1.5/11.5% = $13.04.