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Google Professional Cloud Network Engineer Exam - Topic 5 Question 2 Discussion

Actual exam question for Google's Professional Cloud Network Engineer exam
Question #: 2
Topic #: 5
[All Professional Cloud Network Engineer Questions]

You want to create a service in GCP using IPv6.

What should you do?

Show Suggested Answer Hide Answer
Suggested Answer: C

Contribute your Thoughts:

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Mi
4 months ago
Internal load balancer won't work for public IPv6 access.
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Lashandra
4 months ago
Just create the instance with the IPv6 address, right?
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Nydia
4 months ago
Wait, can you even use IPv6 with a TCP Proxy?
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Cheryl
4 months ago
Definitely agree with that! Global load balancer is the way to go.
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Julene
5 months ago
You need to set up a global load balancer for IPv6.
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Wai
5 months ago
I think we practiced a question similar to this, and it involved using a global load balancer for IPv6. So, I'm leaning towards option C.
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Alita
5 months ago
I'm not entirely sure, but I feel like creating the instance directly with an IPv6 address could work too. Maybe it's option A?
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Nilsa
5 months ago
I remember we discussed the importance of load balancers for handling traffic, so I think option C might be the right choice.
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Holley
5 months ago
I have a vague memory of internal versus external load balancers, but I can't recall which one supports IPv6. I'm confused between options C and D.
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Jina
5 months ago
Okay, I think I've got a handle on this. The key is to focus on the "minimal" requirement, which means I need to find the option that requires the fewest licenses.
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Amina
5 months ago
Based on what I've learned, information mapping is all about how information is organized and presented, so I think the correct answer is the application architecture domain.
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Skye
5 months ago
I think I came across a practice question similar to this one, and I'm leaning towards EWS being the right choice for Exchange integration.
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Alyce
5 months ago
Okay, this looks like a straightforward differentiation problem. I'll need to take the derivative of 3x^2 + e^x twice to get the second order derivative.
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