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NEW QUESTION: 1
Select the controls that correspond to thedomain "9. ACCESS CONTROL" of ISO / 27002 (Choose three)
A. Restriction of access to information
B. Withdrawal or adaptation of access rights
C. Management of access rights with special privileges
D. Return of assets
Answer: A,B,D
NEW QUESTION: 2
Workstations are unable to access the Internet after a recent power outage. Configure the appropriate devices to ensure ALL workstations have Internet connectivity.
Instructions: All ports can be enabled (green) or disabled (red). When you have completed the simulation please select the Done button.
Answer:
Explanation:
Explanation
All ports should be enabled.
NEW QUESTION: 3
Which substitution variable would you use if you want to reuse the variable without prompting the user each time?
A. ACCEPT
B. &
C. PROMPT
D. &&
Answer: D
Explanation:
Explanation/Reference:
Explanation:
To reuse the variable without prompting the user each time you can use && substitution variable.
Incorrect Answers
A:This substitution variable will prompt the user each time.
B:ACCEPT is command, not substitution variable. It used to define more accurate or specific prompt or when you want more output to display as the values are defined.
C:PROMPT is part of the ACCEPT command, it is not a variable.
OCP Introduction to Oracle 9i: SQL Exam Guide, Jason Couchman, p. 165-173 Chapter 4: Sub queries
NEW QUESTION: 4
If the circumference of the circle in the diagram above is 20 units, what is the area of triangle ABC?
A. 80 square units
B. 40 square units
C. 160 square units
D. 80 square units
E. 160 square units
Answer: A
Explanation:
Explanation/Reference:
The circumference of a circle is equal to 2r, where r is the radius of the circle. If the circumference of the
circle = 20 units, then the radius of the circle is equal to ten units. The base of triangle ABC is the diameter
of the circle, which is twice the radius. The base of the triangle is 20 units and the height of the triangle is
eight units. The area of a triangle is equal to th where b is the base of the triangle
And his the height of the triangle. The area of triangle
Square units
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