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The question in the image states:

**"The shortest-route technique might be used by someone planning a vacation in order to minimize the required amount of driving."**

The correct answer to this statement is **True**. The shortest-route technique, often associated with optimization and graph theory (such as Dijkstra's algorithm), is indeed used to find the most efficient path, minimizing the total distance or driving time between locations, which would be useful for vacation planning.

Would you like further details or have any questions? Here are 5 related questions:

1. What are some algorithms used to find the shortest route in graph theory?
2. How does Dijkstra's algorithm work for finding the shortest path?
3. Can the shortest-route technique also minimize driving time, not just distance?
4. What are real-world applications of the shortest-route technique beyond vacation planning?
5. How does GPS technology use shortest-path algorithms to give driving directions?

**Tip**: When planning a trip, consider using mapping tools that allow you to prioritize scenic routes, even if they are not the shortest!

The shortest-route technique might be used by someone planning a vacation in order to minimize the required amount of driving.

Discover how the shortest-route technique can be applied to vacation planning to minimize driving distance. This problem introduces core concepts in graph theory, including Dijkstra's algorithm and optimization methods.

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