Q4 (a) The network in Figure Q4(a) represents a communication network and the values next to its links represent the cost of links for carrying traffic. A D R C Figure Q4(a): A routing topology Solve the routing table of node A using distance vector algorithm. Assuming that each node is on its initial state and only knows the cost of links of its direct neighbour, Table Q4(a) is an example of the initial routing table of node A. Use the format shown in Table Q4(a) to clearly identify the outcome of each iteration. 1. 1. 1, 2. 3. B.

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question
Q4
(a) The network in Figure Q4(a) represents a communication network and the
values next to its links represent the cost of links for carrying traffic.
A
D
R
E
3
1
Figure Q4(a): A routing topology
Solve the routing table of node A using distance vector algorithm. Assuming
that each node is on its initial state and only knows the cost of links of its
direct neighbour, Table Q4(a) is an example of the initial routing table of node
A. Use the format shown in Table Q4(a) to clearly identify the outcome of
each iteration.
Table Q4(a) Initial routing table of node A
A
R
D
2
1.
1,
2.
ABRCDE
Transcribed Image Text:Q4 (a) The network in Figure Q4(a) represents a communication network and the values next to its links represent the cost of links for carrying traffic. A D R E 3 1 Figure Q4(a): A routing topology Solve the routing table of node A using distance vector algorithm. Assuming that each node is on its initial state and only knows the cost of links of its direct neighbour, Table Q4(a) is an example of the initial routing table of node A. Use the format shown in Table Q4(a) to clearly identify the outcome of each iteration. Table Q4(a) Initial routing table of node A A R D 2 1. 1, 2. ABRCDE
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