https://file.aiquickdraw.com/mathbot/file/17266484259948k3gdt4p.jpg

Kerjakan soal tersebut dengan runtut, rinci, jelas dan mudah dipahami serta sesuai dengan ketentuan materi spanning tree. Tunjukkan gambar spinning tree yang dihasilkan oleh jawaban tersebut.

Here is the generated image that represents the Minimum Spanning Tree (MST) using **Kruskal's Algorithm** and the **Shortest Path** from node B to I using **Dijkstra's Algorithm**. Both the MST edges and the shortest path are highlighted.

Let me know if you need any clarifications, additional details, or further questions about the steps or algorithms involved.

Here are some follow-up questions you might consider:

1. How does Kruskal's algorithm differ from Prim's algorithm?
2. Can a graph have more than one Minimum Spanning Tree?
3. What are the potential limitations of Dijkstra’s algorithm?
4. How do edge weights impact the efficiency of the MST algorithms?
5. How would you adjust Dijkstra's algorithm if negative weights were allowed?

**Tip:** When dealing with connected graphs, always verify that your spanning tree includes \(n-1\) edges to ensure it's correct.

Kerjakan dan tunjukkan stepnya:
a. Minimum Spanning Tree dengan Kruskal Algorithm
b. Minimum Spanning Tree dengan Prims Algorithm (sebutkan node mulaimu)
c. Tentukan Shortest Path dari B ke I dan berapa bobot totalnya?

Learn how to compute the Minimum Spanning Tree using Kruskal and Prim's Algorithms and find the Shortest Path from B to I using Dijkstra's Algorithm. This detailed explanation covers graph theory concepts and step-by-step instructions.

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