Router A
128.213.0.0
Router B
192.128.11.0 Router C
Router D
222.211.10.0
Figure 5-22. Constructing a Shortest Path Tree
Router A |
|
0 |
|
128.213.0.0 | 10 |
10 |
Router B | Router C | |
5 | ||
| ||
5 |
| |
192.213.11.0 | 10 | |
| ||
Router D |
| |
10 |
|
222.211.10.0
Figure 5-23. Constructing a Shortest Path Tree
The diagram above shows the network from the viewpoint of Router A. Router A can reach 192.213.11.0 through Router B with a cost of 10+5=15. Router A can reach 222.211.10.0 through Router C with a cost of 10+10=20. Router A can also reach 222.211.10.0 through Router B and Router D with a cost of 10+5+10=25, but the cost is higher than the route through Router C. This
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