I have a brute force approach for solving this question , in this I will try out all possibilities that are :
1 new temple : nc1 ways of choosing where temple will be constructed
2 new temples : nc2 ways of choosing
till N new temples
for each case cost of reparing roads will be calculated usind dfs .
The cost minimum of all the possibilities will be the final answer.
But time complexity of this approach will be O(2^v(v+E)).
please Suggest me some optimized of solving this problem
Religious People probelm using graph
Create a function that returns the cost,
Now Create:
-
adjList: adjacency list
-
visit: array that checks if the node is visited or not
-
q: queue to perform BFS
Push the Source and iterate over all nodes
>if the node is not visited yet, then increase the value of answer and Mark it as visited
>And for its adjacent nodes(if node is not visited yet), Check:{
>>if cost of making road < than temple then make road, else make temple
>>mark adj vertices visited and push them
}
return answer
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