abdf ### Problem 4The following algorithm seeks to compute the numberof leaves in a binary tree.сррAlgorithm LeafCounter(T) {//Computes recursively the number of leaves in abinary tree//Input: A binary tree T//Output: The number of leaves in Tif T == NULL {return 0;} else {return LeafCounter (T->left)+ LeafCounter (T->right);}}Is this algorithm correct? If it is, prove it; ifit is not, make an appropriate correction.#### Answer:Here

We are given a logic of code in algorithm which calculate the number of leaf nodes in a binary tree.…

The following algorithm seeks to compute the number of leaves in a binary tree. ср Algorithm LeafCounter(T) { //Computes recursively the number of leaves in a binary tree //Input: A binary tree T 7/Output: The number of leaves in T if T == NULL { return 0; } else { return LeafCounter (T->left)+ LeafCounter (T- >right); } } Is this algorithm correct? If it is, prove it; if it is not, make an appropriate correction. #### Answer: Here

The following algorithm seeks to compute the number of leaves in a binary tree. ср Algorithm LeafCounter(T) { //Computes recursively the number of leaves in a binary tree //Input: A binary tree T 7/Output: The number of leaves in T if T == NULL { return 0; } else { return LeafCounter (T->left)+ LeafCounter (T- >right); } } Is this algorithm correct? If it is, prove it; if it is not, make an appropriate correction. #### Answer: Here

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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