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Reorder Routes to Make All Paths Lead to the City Zero

Understand how to solve a graph problem involving reordering one-way roads connecting cities so every city can reach city zero. Learn to identify the minimum number of road direction changes needed and apply graph theory concepts and algorithms to solve this city connectivity challenge.

Statement

There are n cities labeled from 00 to n1n - 1, connected by n1n - 1 roads, so there is only one route between any two cities. This road network forms a tree structure.

Last year, the Ministry of transport made all roads one-way due to their narrow width. These roads are represented as connections, where each entry connections[i] =[ai,bi]= [a_i, b_i] ...