// interface method ==================================================public boolean isFullBT() {/*See BST.java for method specification *//* Hint: How can you "break-up" the problem into smaller...


// interface method ==================================================
public boolean isFullBT() {
/*See BST.java for method specification */
/* Hint: How can you "break-up" the problem into smaller pieces? */
/* Your code here */


return false; // Dummy return statement. Remove when you implement!
}


IN JAVA LANGUAGE


RETURN TRUE IF BST IS A COMPLETE BST


RETURN FALSE IS BST IS NOT A COMPLETE BST


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PLS AND THANK YOU!!!!!



public class BSTIMP1 implements BST {<br>private Node root;<br>private int size;<br>public BSTImpl() {<br>root = null;<br>size = 0;<br>public BSTImpl(int val) {<br>this.root - new NodeImpl(val);<br>size = 1;<br>

Extracted text: public class BSTIMP1 implements BST { private Node root; private int size; public BSTImpl() { root = null; size = 0; public BSTImpl(int val) { this.root - new NodeImpl(val); size = 1;
public boolean isFullBT();<br>/* Returns true if the tree is a full binary tree. A full binary<br>* tree is defined as a binary tree where each node either has<br>* 2 children or e children.<br>* This method should call upon the recursive helper isFullTree_r() which you write.<br>@return true if the tree is full, false otherwise<br>Example: The tree below is full.<br>(5)<br>(2)<br>(7)<br>(1) (3)<br>Example: The tree below is NOT ful1.<br>(8)<br>(3) (18)<br>(2)<br>

Extracted text: public boolean isFullBT(); /* Returns true if the tree is a full binary tree. A full binary * tree is defined as a binary tree where each node either has * 2 children or e children. * This method should call upon the recursive helper isFullTree_r() which you write. @return true if the tree is full, false otherwise Example: The tree below is full. (5) (2) (7) (1) (3) Example: The tree below is NOT ful1. (8) (3) (18) (2)

Jun 08, 2022
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