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  • Certification Provider:BICSI
  • Exam Code:TE350b-002
  • Exam Name:BICSI Technician Exam Exam
  • Total Questions:765 Questions and Answers
  • Product Format:PDF Version & Test Engine Software Version
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NEW QUESTION: 1
A user from the financial aid office is having trouble interacting with the finaid directory on the university's ERP system. The systems administrator who took the call ran a command and received the following output:

Subsequently, the systems administrator has also confirmed the user is a member of the finaid group on the ERP system.
Which of the following is the MOST likely reason for the issue?
A. The problem is local to the user, and the user should reboot the machine.
B. The permissions on the finaid directory should be drwxrwxrwx.
C. The files on the finaid directory have become corrupted.
D. The finaid directory is not formatted correctly
Answer: D

NEW QUESTION: 2
Where are Leap Availability Zones configured?
A. Prism Central
B. Controller VM
C. Prism Element
D. Cloud Connect
Answer: A
Explanation:
Terminology
* Availability Zone - it is represented by all resources (Nutanix Clusters) connected to Prism Central or Xi Leap Availability zone. Depends on the architecture, Availability zone can represent geographic territory, datacenter or server room in the datacenter. Protection policies - in protection policies you set up (RPO, Retention), rules to auto-apply policies to virtual machines
https://vmwaremine.com/2019/02/08/nutanix-leap-runbooks-part-1/#sthash.VwrzSzhQ.dpbs

NEW QUESTION: 3
If a person randomly guesses on each question of a test with n questions, what is the probability of guessing half of the questions correctly if each question has five possible answer choices?
A. 5n
B. 1 5/2n
C. 1 1/5 22n
D. 1 1/5 2n
E. 1 1/5 2n/2
Answer: E
Explanation:
Explanation/Reference:
Explanation:
If you are randomly guessing with five possible answer choices, the probability of guessing correct is 1 out of 5, or 1/5. Since the test has n number of questions and we want to get half of them correct, we want this

to happen n/2 times. Therefore, the probability would be 1/5 times itself n/2 times, or .

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