Introduction to GATE CS 2021- Set 1 - Question 14

The Graduate Aptitude Test in Engineering (GATE) is a national level examination conducted in India for admission into M.Tech, PhD and other higher education programs in prestigious institutes such as IITs, NITs and other universities.

GATE CS 2021 - Set 1 - Question 14 is a question that tests the candidates' knowledge in algorithms and data structures. The question presents a problem and requires the candidate to provide an algorithmic solution.

In order to solve this question, the candidate is required to have a thorough understanding of data structures such as trees and advanced algorithms like dynamic programming.

In this question, the candidate is presented with a rooted binary tree containing positive integers. The task is to find the largest sum of node disjoint paths in the tree. The solution to this question requires identifying all node disjoint paths in the tree and finding the maximum sum of these paths.

To solve this question, the candidate can use dynamic programming or recursion to traverse the tree and calculate the sum of each node disjoint path. The candidate can then compare the sum of each path to find the maximum sum.

In conclusion, GATE CS 2021 - Set 1 - Question 14 is a challenging question that requires the candidate to possess a deep understanding of algorithms and data structures. To solve this question, the candidate needs to be able to identify all node disjoint paths in a tree and find the maximum sum of these paths. By mastering these skills, candidates can successfully crack the GATE exam and gain admission into prestigious institutes.