This seems straightforward enough. The fact that the combined population C has the same number of records as population B tells me that all the records in A must be a subset of B. I'll go with option B.
I think I've got it! If population C has the same number of records as population B, that means all the records in A must also be in B. So the correct answer is option B.
I'm a bit confused by this one. The wording is a bit tricky, and I want to make sure I'm not missing any important details. I'll need to re-read the question and think it through step-by-step.
Okay, let's see. The key information here is that the combined population C has 200 records, which is the same as the larger population B. That suggests option B might be the right answer.
Hmm, this seems like a tricky one. I'll need to think it through carefully to make sure I understand the logic behind the Union activity and the resulting population sizes.
Quality assurance seems like the most logical choice here. A project board member is responsible for ensuring the quality of the project, so that's my best guess.
Wait, wait, wait. If all the records in A were also in B, then the total number of records in C should be 100 + 200 - 200 = 100. Something's not right here. I'm going to have to think about this one a little more.
Hey, this is a bit of a brain teaser! If all the records in A were also in B, then C would have 300 records. But since C only has 200, that means there must have been some overlap. Option B is the way to go, I think.
This is a tricky one. If A and B were mutually exclusive, then the combined population C should have 300 records, not 200. I'm going to go with option B.
Okay, let's think this through. If A has 100 records and B has 200 records, and the combined population C has 200 records, then option B must be correct. All the records in A are also in B.
Hmm, I'm not sure about this one. If the combined population C has 200 records, it seems like some of the records from A and B must have been duplicates. I'm leaning towards option B, but I'm not 100% confident.
Bettyann
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