H12-821_V1.0 · Question #527
Which of the following descriptions about Network-Summary-LSA is correct? (Multiple choice)
The correct answer is A. The Metric in the Network-Summary-LSA is set to the cost value from the ABR to the destination network segment. Option A is correct because the Metric field in a Type 3 Network-Summary-LSA carries the cost the ABR has calculated to reach the destination network - this is what allows routers in other areas to compute inter-area path costs by adding their own cost to the ABR to this…
Question
Options
- AThe Metric in the Network-Summary-LSA is set to the cost value from the ABR to the destination network segment
- BThe Metric in the Network-Summary-LSA is set to the network mask of the destination network segment
- CNetwork-Summary-LSA is generated by ASBR
- DThe Link State ID in the Network-Summary-LSA is set to the IP address of the destination network
How the community answered
(35 responses)- A74% (26)
- B9% (3)
- C3% (1)
- D14% (5)
Explanation
Option A is correct because the Metric field in a Type 3 Network-Summary-LSA carries the cost the ABR has calculated to reach the destination network - this is what allows routers in other areas to compute inter-area path costs by adding their own cost to the ABR to this metric.
B is wrong because the network mask of the destination is stored in a separate Network Mask field, not in the Metric. Confusing these two fields is a classic distractor. C is wrong because Network-Summary-LSAs (Type 3) are originated by ABRs (Area Border Routers); ASBRs originate Type 5 AS-External-LSAs to advertise routes learned from outside the OSPF domain. D is wrong because the Link State ID holds the network address (the network prefix) of the destination, not a generic "IP address" - the distinction matters because the network address paired with the separate Network Mask field fully describes the destination prefix.
Memory tip: Think "ABR = Summary, ASBR = External" for LSA types, and remember the Metric always means cost in OSPF - never a mask, never an address. If you can anchor those two rules, you can eliminate C and B instantly and reason through A and D confidently.
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