nteger values. The Function should update all values in the tree so that each node hold sum of itself plus and the original value held in each of its direct ancestors. Example: Driginal | After Function Call 5 10 7 15 12 4 3 26 19 18 38 14 52 Assume the tree will be made of nodes formed the like the one below. Struct exampleNode: Node { T value; exampleNode Node* left; exampleNode:Node* right; HELPER FUNCTIONS ARE ALLOWED Void foo(exampleNode: :Node* root) {

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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1) Construct a recursive function which will take in a pointer to a root of a Binary Tree holding
integer values. The Function should update all values in the tree so that each node holds the
sum of itself plus and the original value held in each of its direct ancestors.
Example: 11.
Original
| After Function Call
5
5
10 7
15 12
4
3 26
19 18
38
14
52
Assume the tree will be made of nodes formed the like the one below.
Struct exampleNode:Node {
T value;
exampleNode:Node<T>* left;
exampleNode:Node<T>* right;
};
HELPER FUNCTIONS ARE ALLOWED
Void foo(exampleNode:Node<int>* root) {
}
Transcribed Image Text:1) Construct a recursive function which will take in a pointer to a root of a Binary Tree holding integer values. The Function should update all values in the tree so that each node holds the sum of itself plus and the original value held in each of its direct ancestors. Example: 11. Original | After Function Call 5 5 10 7 15 12 4 3 26 19 18 38 14 52 Assume the tree will be made of nodes formed the like the one below. Struct exampleNode:Node { T value; exampleNode:Node<T>* left; exampleNode:Node<T>* right; }; HELPER FUNCTIONS ARE ALLOWED Void foo(exampleNode:Node<int>* root) { }
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