If a RecoverPoint Consistency Group consists of three production volumes and each has two remote copies, how many replication sets will be contained in this group?
Hmm, I'm not sure about this one. Let me break it down step-by-step. If there are 3 production volumes, and each has 2 remote copies, that means there are 3 + (3 * 2) = 9 volumes total. But the question is asking about the number of replication sets, not the total number of volumes. I'm still not confident in my answer.
I've got this! The key is understanding that a replication set is formed by one production volume and its remote copies. Since there are 3 production volumes, and each has 2 remote copies, that means there are 3 replication sets. The answer is B) 3.
Okay, I'm a bit confused here. Does the question mean that each production volume has two remote copies, or that the entire group has two remote copies? I need to clarify that before I can answer.
Hmm, let me think this through. If there are three production volumes and each has two remote copies, that means there are a total of 3 * 2 = 6 volumes. So the answer must be C) 6.
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