![Emergency Response Planning You are responsible for planning emergency response routes for a city. The city is represented as a graph, with intersections as nodes and roads as edges. In the event of an emergency, you need to find the shortest path from a central emergency command center to various locations in the city to minimize response time. The city's road network is represented as an undirected weighted graph, where each road has a known travel time (weight) associated with it. Your task is to find the shortest paths from the central emergency command center (Node F) to all other intersections in the city. Your code should return a nested list of [Source, Target, Duration]. Example: [[F, C, 2]]](https://gotit-pro.com/wp-content/uploads/2023/10/c150e24f-eb6a-4e13-a47f-5bc50d4fda18.jpg)
Emergency Response Planning
You are responsible for planning emergency response routes for a city. The city is represented as a graph, with intersections as nodes and roads as edges. In the event of an emergency, you need to find the shortest path from a central emergency command center to various locations in the city to minimize response time.
The city’s road network is represented as an undirected weighted graph, where each road has a known travel time (weight) associated with it. Your task is to find the shortest paths from the central emergency command center (Node F) to all other intersections in the city.
Your code should return a nested list of [Source, Target, Duration].
Example: [[F, C, 2]]
Solved By Verified
Study Co-Pilot 
All Study Co-Pilots are evaluated by Gotit Pro as an expert in their subject area.
All Study Co-Pilots are evaluated by Gotit Pro as an expert in their subject area. Instant
Download
Student review: (2 ratings) 2 out of 2 people found this solution helpful.