Prefered C++ Code: Palindromic Graph: Given a tree with n nodes (numbered 1 to n) and n-1 edges. Each edge has a value between 1 and 26(corresponding to A to Z). A pair of nodes is called nice if the string formed by the path between them can be rearranged to be palindromic. Find the number of nice pairs. Eg: Each pair of nodes that have an edge between them is nice(Only one letter) Constraints: Number of nodes<=10^5, Diameter of the tree is less than 1000

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
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Author:James Kurose, Keith Ross
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Chapter1: Computer Networks And The Internet
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Prefered C++ Code:
Palindromic Graph:
Given a tree with n nodes (numbered 1 to n) and n-1 edges. Each edge has a value between 1
and 26(corresponding to A to Z). A pair of nodes is called nice if the string formed by the path
between them can be rearranged to be palindromic. Find the number of nice pairs. Eg: Each pair
of nodes that have an edge between them is nice(Only one letter) Constraints: Number of
nodes<=10^5, Diameter of the tree is less than 1000
Transcribed Image Text:Prefered C++ Code: Palindromic Graph: Given a tree with n nodes (numbered 1 to n) and n-1 edges. Each edge has a value between 1 and 26(corresponding to A to Z). A pair of nodes is called nice if the string formed by the path between them can be rearranged to be palindromic. Find the number of nice pairs. Eg: Each pair of nodes that have an edge between them is nice(Only one letter) Constraints: Number of nodes<=10^5, Diameter of the tree is less than 1000
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