Which summary route best represents these four networks?
10.20.0.0/24 10.20.1.0/24 10.20.2.0/24 10.20.3.0/24
10.20.0.0/24 10.20.1.0/24 10.20.2.0/24 10.20.3.0/24
Which summary route best represents these four networks?
10.20.0.0/24 10.20.1.0/24 10.20.2.0/24 10.20.3.0/24
Answer choices
Good practice is not just finding the correct option. The wrong answers often show the exact trap the exam wants you to fall into.
10.20.0.0/22
Correct. /22 is the smallest summary that covers exactly those four /24 networks.
10.20.0.0/23
/23 would cover only two /24 networks at a time.
10.20.0.0/24
/24 covers only one of the listed networks.
10.20.0.0/21
/21 would also include additional networks and is less precise than needed.
Common exam trap
A frequent mistake is selecting a summary route with a mask that is either too specific or too broad. For instance, 10.20.0.0/23 covers only two of the four /24 networks, leading to incomplete summarization and routing table fragmentation. Conversely, 10.20.0.0/21 includes additional networks beyond the four intended, potentially causing routing inaccuracies and unnecessary traffic forwarding. This trap arises from not carefully analyzing the binary boundaries of the networks to find the smallest mask that covers all target subnets precisely.
Technical deep dive
Subnet summarization is a critical concept in IP routing that reduces the size of routing tables by aggregating multiple contiguous networks into a single summary route. This process improves routing efficiency and conserves router resources by advertising fewer routes. In Cisco networking, summarization is often applied to contiguous subnets that share the same higher-order bits in their network addresses. To determine the correct summary route for multiple /24 networks, you analyze the binary representation of their network addresses to find the smallest subnet mask that encompasses all the given networks without including unrelated addresses. For the networks 10.20.0.0/24 through 10.20.3.0/24, the first 22 bits are common, making 10.20.0.0/22 the precise summary. This /22 mask covers exactly the IP range from 10.20.0.0 to 10.20.3.255, including all four /24 networks. A common exam trap is selecting a summary route that is either too narrow or too broad. For example, choosing 10.20.0.0/23 only covers two /24 networks, missing half the range, while 10.20.0.0/21 covers eight /24 networks, including four not listed, which can cause routing inefficiencies or incorrect traffic forwarding. Understanding how to calculate the correct summary mask ensures accurate and efficient routing in Cisco environments.
Related practice questions
Use these pages to review the topic behind this question. This is how one missed question becomes focused revision.
Practise IPv4 subnetting, CIDR, masks, host ranges and subnet selection.
Practise OSPF neighbours, router IDs, metrics, areas and routing-table interpretation.
Practise VLANs, access ports, trunks, allowed VLANs and switching scenarios.
Practise spanning tree, root bridge election, port roles and STP troubleshooting.
Practise LACP, PAgP, port-channel behaviour and bundle requirements.
Practise standard and extended ACLs, permit/deny logic and traffic filtering.
Practise static NAT, dynamic NAT, PAT and inside/outside address translation.
Practise DHCP scopes, relay, leases and troubleshooting.
Practise routing-table output, longest-prefix match, AD and route selection.
Practise trunk verification and VLAN forwarding across switches.
Practise WLAN security, authentication and wireless architecture concepts.
Practise IPv6 addressing, routes, neighbour discovery and common IPv6 exam traps.
Keep practising from the same exam bank, or move into a focused topic page if this question exposed a weak area.
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Question 6
FAQ
Subnet summarization aggregates multiple contiguous networks into a single route to reduce routing table size and improve efficiency.
The correct answer is: 10.20.0.0/22 — Four contiguous /24 networks starting at 10.20.0.0 summarize cleanly into 10.20.0.0/22. That block covers 10.20.0.0 through 10.20.3.255.
Then try more questions from the same exam bank and focus on understanding why the wrong options are tempting.
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