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Suppose the routers are A, B, C, D, E and F, and all link costs are 1. The distance-vector forwarding tables for A and F
Suppose the routers are A, B, C, D, E and F, and all link costs are 1. The distance-vector forwarding tables for A and F are below. Give the network with the fewest links that is consistent with these tables. Hint: any destination reached at cost 1 is directly connected; if X reaches Y via Z at cost 2, then Z and Y must be directly connected.
As table
dest | cost | next_hop |
---|---|---|
B | 1 | B |
C | 1 | C |
D | 2 | C |
E | 2 | C |
F | 3 | B |
Fs table
dest | cost | next_hop |
---|---|---|
A | 3 | E |
B | 2 | D |
C | 2 | D |
D | 1 | D |
E | 1 | E |
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