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Exam PAM-SEN topic 1 question 39 discussion

Actual exam question from CyberArk's PAM-SEN
Question #: 39
Topic #: 1
[All PAM-SEN Questions]

You need to add a new PSM server to an existing CyberArk environment.
What is the best way to determine the sizing of this server?

  • A. Review the “Recommended Server Specifications” for PSMs in the CyberArk Documents website.
  • B. Use the specifications of any existing PSM and request a server of the same size.
  • C. Use the CyberArk Support Knowledgebase, search for “PSM Sizing” and locate the Knowledgebase article related to sizing.
  • D. Refer to the Microsoft Windows website, determine the minimum specifications required for the Operating System you are installing, and then add 4 Gb of RAM and 20 GB of disk.
Show Suggested Answer Hide Answer
Suggested Answer: C 🗳️

Comments

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Cavdog
7 months, 1 week ago
Selected Answer: A
The logical answer is to consult the recommended server specifications provided by CyberArk with special consideration being given to storage requirements for recordings based on the formula in the PSM Installation considerations doco. https://docs.cyberark.com/PAS/13.2/en/Content/PAS%20SysReq/System%20Requirements%20-%20PSM.htm https://docs.cyberark.com/PAS/13.2/en/Content/PAS%20INST/Considerations-Before-Installing-PSM.htm
upvoted 4 times
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Fabri59
11 months ago
Selected Answer: A
The best way to determine the sizing of a new PSM server in an existing CyberArk environment would be to review the “Recommended Server Specifications” for PSMs in the CyberArk Documents website. So the correct answer would be option A.
upvoted 3 times
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TraciG
1 year ago
Selected Answer: A
https://docs.cyberark.com/Product-Doc/OnlineHelp/PAS/Latest/en/Content/PAS%20SysReq/Recommended%20Server%20Specifications.htm
upvoted 2 times
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penuelaandy
1 year ago
Selected Answer: A
I think A is the logic answer. B doesn't make much sense, cuz maybe existing PSM Servers doesn't meet the trully requirement, and maybe the administrator have to install 2 new PSM Servers if follow the same specification of current servers. And C and D don't make sense.
upvoted 4 times
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umesh02
1 year, 1 month ago
Selected Answer: B
think so its B
upvoted 1 times
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Community vote distribution
A (35%)
C (25%)
B (20%)
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