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AHIP AHM-520 Exam - Topic 6 Question 16 Discussion

Actual exam question for AHIP's AHM-520 exam
Question #: 16
Topic #: 6
[All AHM-520 Questions]

The Norton Health Plan used blended rating to develop a premium rate for the Roswell Company, a large employer group. Norton assigned Roswell a credibility factor of 0.7 (or 70%). Norton calculated Roswell's manual rate to be $200 and its experience claims cost as $180. Norton's retention charge is $3. This information indicates that Roswell's blended rate is:

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Suggested Answer: B

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Merissa
5 months ago
Are we sure about that retention charge? Seems off.
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Tanja
5 months ago
Totally agree, $197 makes sense with those numbers!
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Shaun
5 months ago
Wait, how did they get a credibility factor of 0.7?
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Lewis
5 months ago
I think the blended rate should be around $197.
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Gennie
5 months ago
The manual rate is $200 and claims cost is $180.
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Adell
6 months ago
This seems pretty straightforward. I think option C is the way to go - adding a test phase to the amplify.yml build settings should let us run end-to-end tests as part of the deployment process.
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Jacquelyne
6 months ago
This seems like a tricky one. I'll need to carefully review the packet processing phases to determine which one is causing the failure.
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Adolph
6 months ago
Hmm, I'm not too familiar with Mx security appliances, so I'm a bit unsure about this one. I'll have to think it through carefully.
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Meghan
6 months ago
Okay, let me think this through step-by-step. The company is using annual forecasts to set up contracts with suppliers. The benefits could be shorter delivery times, lower prices, improved service, or higher-quality products. I'll need to consider which of these is the most likely outcome of this approach.
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Haley
6 months ago
I think NX-API might be the solution. It allows for automated control and monitoring, and I remember it supports JSON. Is it encrypted by default, though?
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Ernie
6 months ago
I'm not entirely confident, but I believe the EIGRP metric is more complex, incorporating both bandwidth and delay, whereas OSPF is just based on bandwidth. I'll go with option C and hope for the best.
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