The first 6 questions deal with Dijkstra\'s Algorithm, and they utilize the grap

ID: 3674811 • Letter: T

Question

The first 6 questions deal with Dijkstra's Algorithm, and they utilize the graph below.

What is the first node that is grayed out in Dijkstra's algorithm?

What is the shortest-path distance to this first node that is grayed out?

What is the second node that is grayed out in Dijkstra's algorithm?

What is the shortest-path distance to this second node that is grayed out?

What is the third node that is grayed out in Dijkstra's algorithm?

What is the shortest-path distance to this third node that is grayed out?

What is the fourth node that is grayed out in Dijkstra's algorithm?

What is the shortest-path distance to this fourth node that is grayed out?

What is the fifth node that is grayed out in Dijkstra's algorithm?

What is the shortest-path distance to this fifth node that is grayed out?

What is the sixth (and final) node that is grayed out in Dijkstra's algorithm?

What is the shortest-path distance to this sixth (and final) node that is grayed out?

1. S is the source node and will be gray out first.

2.0 is the distance intially.

3. B is the second node that is grayed out as it has the shortest path (1) from S.

4. 1 is the shortest-path distance to B node that is grayed out

5. D and E are the third node that are grayed out. We will Choose D for final black out process.

6. 3+1 is the shortest-path distance to the nodes D and E as both have the equal shortest path distance value.

5. G is the fourth node that is grayed out

6, 3+1+1 is the shortest-path distance to G node that is grayed out

7. F is the Fifth node that is grayed out

8. 3+1+1+2 is the shortest-path distance to F node that is grayed out

9. F is the final node as there is no way to go forward

10.The final shortest path distance is 7

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