Draw an edge-weighted graph with 7 nodes to be used as a model, in routing calculations for an   a. Show the initial distance vectors at three different nodes, at the start of their execution of the Distance Vector Routing algorithm.   b. Show the updates of distance vectors at three different nodes, after each of the three nodes receives three distance vectors, from other nodes.   c. Show the initial shared Link State Database created at the nodes, at the start of the execution of the Link State Routing Algorithm, at each node.   d. Show the next three link state packets that will be created and sent out by 3 chosen nodes. Show the corresponding Link State Database updates that results. Then, show the construction of least cost trees that occurs at two nodes, using Dijkstra Algorithm.

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Draw an edge-weighted graph with 7 nodes to be used as a model, in routing calculations for an

 

a. Show the initial distance vectors at three different nodes, at the start of their execution of the Distance Vector Routing algorithm.

 

b. Show the updates of distance vectors at three different nodes, after each of the three nodes receives three distance vectors, from other nodes.

 

c. Show the initial shared Link State Database created at the nodes, at the start of the execution of the Link State Routing Algorithm, at each node.

 

d. Show the next three link state packets that will be created and sent out by 3 chosen nodes.

Show the corresponding Link State Database updates that results. Then, show the construction of least cost trees that occurs at two nodes, using Dijkstra Algorithm.

 

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