How does a distance-vector routing protocol determine the next hop for a destination?

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Multiple Choice

How does a distance-vector routing protocol determine the next hop for a destination?

Explanation:
Distance-vector routing determines the next hop by evaluating, for each destination, the total cost to reach that destination through each directly connected neighbor. The router adds its cost to reach a neighbor to the neighbor’s advertised distance to the destination. The neighbor that gives the smallest total cost becomes the next hop for that destination, and the router stores that neighbor in its routing table as the way to reach it. This reflects a distributed, Bellman-Ford–style computation rather than a global view or a full graph search. So the correct approach uses the sum of “cost to neighbor” plus “neighbor’s distance to destination.” This differs from methods that rely on a single global table or that run a full Dijkstra calculation on each update.

Distance-vector routing determines the next hop by evaluating, for each destination, the total cost to reach that destination through each directly connected neighbor. The router adds its cost to reach a neighbor to the neighbor’s advertised distance to the destination. The neighbor that gives the smallest total cost becomes the next hop for that destination, and the router stores that neighbor in its routing table as the way to reach it. This reflects a distributed, Bellman-Ford–style computation rather than a global view or a full graph search. So the correct approach uses the sum of “cost to neighbor” plus “neighbor’s distance to destination.” This differs from methods that rely on a single global table or that run a full Dijkstra calculation on each update.

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