Question: Given the following adjacency lists (with edge weights in parentheses) for a directed graph: A: B(5), C(3), D(1) B: C(1), D(3) C: B(3), D(7), E(1)

Given the following adjacency lists (with edge weights in parentheses) for a directed graph:

A: B(5), C(3), D(1)

B: C(1), D(3)

C: B(3), D(7), E(1)

D: A(6), C(3)

E: F(5)

F: D(3), A(4)

Execute Dijkstras shortest-path algorithm by hand on this graph, showing how the data structures evolve, with A as the starting vertex. Clearly indicate which edges become part of the shortest path and in which order.

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