Definition
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All router interfaces are configured with an IP address and are operational. If no routing protocols or static routes are configured, what information will be included in the show ip route command output for router A?
• All of the 192.168.x.0 networks will be in the routing table.
• Routes to networks 192.168.1.0/24, 192.168.2.0/24, and 192.168.3.0/24 will be in the routing table.
• The routing table will be empty because routes and dynamic routes have not been configured.
• A default route is automatically installed in the routing table to allow connectivity between the networks.
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Definition
Routes to networks 192.168.1.0/24, 192.168.2.0/24, and 192.168.3.0/24 will be in the routing table. |
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Term
When a router boots, what is the default order to locate the Cisco IOS if there is no boot system command?
• ROM, TFTP server, flash
• flash, TFTP server, ROM
• flash, NVRAM, TFTP server
• NVRAM, TFTP server, flash
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Definition
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Term
Which router component is used to store the routing table?
• Flash
• NVRAM
• ROM
• SDRAM
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Definition
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Which three statements describe the operation of routing with EIGRP? (Choose three.)
• As new neighbors are discovered, entries are placed in a neighbor table.
• If the feasible successor has a higher advertised cost than the current successor route, then it becomes the primary route.
• If hello packets are not received within the hold time, DUAL must recalculate the topology.
• The reported distance is the distance to a destination as advertised by a neighbor.
• EIGRP maintains full knowledge of the network topology in the topology table and exchanges full routing information with neighboring routers in every update.
• EIGRP builds one routing table that contains routes for all configured routed protocols.
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Definition
- As new neighbors are discovered, entries are placed in a neighbor table.
- If hello packets are not received within the hold time, DUAL must recalculate the topology.
- The reported distance is the distance to a destination as advertised by a neighbor.
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Term
11. What two routing protocols use a hierarchal network topology? (Choose two.)
• IS-IS
• EIGRP
• OSPF
• RIPv1
• RIPv2
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Definition
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Term
What command would the network administrator apply to a router that is running OSPF to advertise the entire range of addresses included in 172.16.0.0/19 in area 0?
• R1(config-router)# network 172.16.0.0 0.0.0.255 area 0
• R1(config-router)# network 172.16.0.0 0.0.3.255 area 0
• R1(config-router)# network 172.16.0.0 0.0.15.255 area 0
• R1(config-router)# network 172.16.0.0 0.0.31.255 area 0
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Definition
R1(config-router)# network 172.16.0.0 0.0.31.255 area 0 |
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[image]
All routers are running RIPv1. The two networks 10.1.1.0/29 and 10.1.1.16/29 are unable to access each other. What can be the cause of this problem?
• Because RIPv1 is a classless protocol, it does not support this access.
• RIPv1 does not support discontiguous networks.
• RIPv1 does not support load balancing.
• RIPv1 does not support automatic summarization.
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Definition
RIPv1 does not support discontiguous networks. |
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Term
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Definition
Packets routed to the R2 Fast Ethernet interface require two routing table lookups. |
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Term
[image]
A network administrator has enabled RIP on routers B and C in the network diagram. Which of the following commands will prevent RIP updates from being sent to Router A?
• A(config)# router rip
A(config-router)# passive-interface S0/0
• B(config)# router rip
B(config-router)# network 192.168.25.48
B(config-router)# network 192.168.25.64
• A(config)# router rip
A(config-router)# no network 192.168.25.32
• B(config)# router rip
B(config-router)# passive-interface S0/0
• A(config)# no router rip
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Definition
B(config)# router rip
B(config-router)# passive-interface S0/0 |
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Term
Definition
Automatic summarization is disabled. |
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Term
[image]
Given the topology shown in the exhibit, what three commands are needed to configure EIGRP on the Paris router? (Choose three.)
• Paris(config)# router eigrp 100
• Paris(config)# router eigrp
• Paris(config-router)# network 192.168.6.0
• Paris(config-router)# network 192.168.7.0
• Paris(config-router)# network 192.168.8.0
• Paris(config-router)# network 192.168.9.0
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Definition
- Paris(config)# router eigrp 100
- Paris(config-router)# network 192.168.7.0
- Paris(config-router)# network 192.168.8.0
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Term
A network administrator needs to assign the very last usable IP address in the 172.24.64.0/18 network range to the router interface that serves this LAN. Which IP address should the administrator configure on the interface?
• 172.16.128.154/18
• 172.16.255.254/18
• 172.24.64.254/18
• 172.24.127.254/18
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Definition
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Term
Definition
- R 192.168.1.0/24 [120/1] via 172.16.2.1, 00:00:24, Serial0/0/1
- R 192.168.100.0/24 [120/1] via 172.16.1.1, 00:00:24, Serial0/0/0
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Term
[image]
• ABCD is a router that is connected to R1.
• ABCD is a non-CISCO device that is connected to R1.
• The device is connected at the Serial0/0/1 interface of R1.
• R1 is connected at the S0/0/1 interface of device ABCD.
• ABCD does not support switching capability.
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Definition
- ABCD is a router that is connected to R1.
- The device is connected at the Serial0/0/1 interface of R1.
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Term
A network is configured with the IP, IPX, and AppleTalk protocols. Which routing protocol is recommended for this network?
• RIPv1
• RIPv2
• EIGRP
• OSPF
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Definition
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Term
[image]
The network administrator is planning IP addressing of a new network. What part of this addressing scheme must be changed to allow communication between host A and the server?
• the IP address of the server
• the default gateway of host A
• the IP address of host A
• the default gateway of the server
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Definition
the IP address of the server |
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Term
Definition
The hello and dead intervals are different on the two routers. |
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Term
Definition
The routers are configured with different versions of RIP. |
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Term
A router has EIGRP configured as the only routing protocol. In what way might EIGRP respond if there is no feasible successor route to a destination network and the successor route fails?
• It broadcasts hello packets to all routers in the network to re-establish neighbor adjacencies.
• It sends queries to adjacent neighbors until a new successor route is found.
• It immediately sends its entire routing table to its neighbors.
• It will set the metric for the failed route to infinity.
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Definition
It sends queries to adjacent neighbors until a new successor route is found. |
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