# Find the sum of the largest increasing branch in an n-ary tree

Finding the sum of the largest increasing branch in an n-ary tree can be a difficult task. This article provides an example C++ program that can help you find the sum of the largest increasing branch in an n-ary tree.

An n-ary tree is a tree in which every node has at most n children. It is a generalization of the binary tree, where each node can have up to two children. In an n-ary tree, the largest increasing branch means the sequence of nodes that have values increasing from the root node to the leaf node.

In order to find the sum of the largest increasing branch in an n-ary tree, you will need to traverse the tree and compare the values of each node. You can use a Depth-first search (DFS) or Breadth-first search (BFS) traversal to iterate through each node in the tree. To illustrate the algorithm, let’s consider the following example n-ary tree:

``````                            10
/     \
6        12
/  \      /  \
4    8    11    13
``````

In this example, the largest increasing branch is 10 -> 12 -> 13. The sum of this branch is 35 (10 + 12 + 13).

In C++, you can implement the algorithm using a recursive function. The function should take a node as input and return the sum of the largest increasing branch that starts from the node.

Here is an example C++ program that implements the algorithm:

Output: Sum of the largest increasing branch: 35

In this example, the algorithm finds the sum of the largest increasing branch which is 10 -> 12 -> 13 and the output is 35 (10 + 12 + 13).

Finding the sum of the largest increasing branch in an n-ary tree can be a difficult task. This article provides an example C++ program that can help you find the sum of the largest increasing branch in an n-ary tree. By using a recursive function and traversing the tree, you can easily find the sum of the largest increasing branch.

This article provides a C++ program to help you find the sum of the largest increasing branch in an n-ary tree. By using a recursive function and traversing the tree, you can easily find the sum of the largest increasing branch. With this program, you can easily solve the problem of finding the sum of the largest increasing branch in an n-ary tree. Happy Learning!