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(Solved):     After running Dijkstra's algorithm in the following graph, we can draw the shorte ...



After running Dijkstras algorithm in the following graph, we can draw the shortest path tree.

 

\( d[v] \) is the shortest path distance from \( s \) to a node \( v \), and predecessor point pred \( [v] \) is for determin

 

After running Dijkstra's algorithm in the following graph, we can draw the shortest path tree. \( d[v] \) is the shortest path distance from \( s \) to a node \( v \), and predecessor point pred \( [v] \) is for determing the shortest paths. Match the shortest paths with the given options. predee] 1. \( s \) \( \operatorname{pred}[c] \) 2. \( a \) 3. \( b \) \( \operatorname{pred}[b] \) 4. \( c \) pred[a]


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1. After relaxing using node s shortest path
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