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AHIP AHM-250 Exam - Topic 6 Question 68 Discussion

Posted by Jennie on Mar 31, 2023 at 09:39 AM

The following statements are about the various Health Plan Accountability Models adopted by the NAIC.

Suggested Answer: A

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13 comments · newest first
ME
Meghan 12 months ago
A is a must-have, no one should be left hanging during insolvency!
TH
Thad 1 year ago
C is spot on, credentialing is super important for quality care.
ED
Edna 1 year ago
Wait, does B really not require a second-level review? That seems odd.
HE
Helga 1 year ago
I disagree with D, closed plans should still have quality measures.
GI
Gianna 1 year ago
A sounds fair, protecting patients is key!
JE
Jenifer 1 year ago
I’m a bit confused about statement D. I thought closed plans might still need to implement some quality improvement measures, so I’m not sure if that exemption is accurate.
LE
Leigha 1 year ago
Statement C seems correct to me; I believe health plans must select providers that meet their credentialing criteria, but I could be mixing it up with another model.
MI
Miss 1 year ago
I remember practicing a question about grievance procedures, and I thought that the first-level review was mandatory, but I can't recall if a second-level review is required or not.
TH
Theola 1 year ago
I think statement A sounds familiar, but I'm not entirely sure if all health plans are really required to hold covered persons harmless.
RO
Rolland 1 year ago
This looks like a tricky question. I'll need to think carefully about the differences between dictionary and locally managed tablespaces.
FE
Fernanda 1 year ago
I'm leaning towards the Predictive method. It seems like it would be able to predict the load on each pool member and route traffic accordingly.
FR
Freeman 1 year ago
Okay, let me think this through step-by-step. The key is understanding how the re-learn rate works and how it impacts the different SDP connections.
CA
Casey 1 year ago
Hmm, this looks like a tricky one. I think the key here is understanding how linear least squares regression works and what can happen when the features are linearly dependent.
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