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Eccouncil 312-76 Exam - Topic 15 Question 67 Discussion

Actual exam question for Eccouncil's 312-76 exam
Question #: 67
Topic #: 15
[All 312-76 Questions]

Which of the following statements are true about classless routing protocols?

Each correct answer represents a complete solution. Choose two.

Show Suggested Answer Hide Answer
Suggested Answer: B, D

by Krissy at Mar 25, 2023, 02:26 AM

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Franklyn
4 months ago
They really do extend the IP scheme, good point!
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Nickole
4 months ago
C is true, but A is totally wrong!
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Felicidad
4 months ago
Wait, I thought IGRP was classful?
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Minna
4 months ago
I agree, D is a key feature of classless protocols.
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Pamela
4 months ago
B and D are definitely true!
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Carylon
5 months ago
The statement about the same subnet mask being used everywhere seems off; I think that’s more about classful protocols. So A should be false.
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Johanna
5 months ago
I feel like I’ve seen a question about VLSM and discontiguous networks before, so I’m leaning towards D being correct.
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Deandrea
5 months ago
I’m not entirely sure, but I think IGRP is classful, not classless. Maybe C is wrong?
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Flo
5 months ago
I remember studying that classless routing protocols allow for variable-length subnet masks, so I think D is definitely true.
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Vivienne
5 months ago
Okay, I've got this. Based on my experience with Falcon, I'm pretty sure the policy alignment is configured in the 'Assigned Host Groups' tab for each individual policy. That seems like the most logical place for this setting.
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Daron
5 months ago
This question seems straightforward, but I want to make sure I understand the details about the different types of Medicaid waivers before selecting an answer.
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Murray
5 months ago
Wait, I'm a little confused. Are we supposed to choose the answer that lists all the advantages, or just the ones that are true? I want to make sure I understand the question correctly before I select an answer.
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Shanice
5 months ago
Wait, I'm a bit confused. I thought the Union transformation was supposed to combine the data and remove duplicates. Is that not the case here?
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