boɔ ypleð The following code shows how one might implement a binary tree node: public class TreeNode ( public int data; public TreeNode left; public TreeNode right; public TreeNode(int d, TreeNode 1, TreeNode r) { data = d; left - 1; right = r; Suppose we have the following binary tree (with root being the node at the top): 7 The following method is an instance method in the TreeNode class. public int c() { int leftc = 0; if (left != null) { leftc - left.c (); int rightc - 0; if (right != nul1) { rightC = right.c(); return leftc + rightC + 1; Suppose root.c() is called. What is returned? Show memory diagrams and/or stack frames to explain what the recursive calls are.

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boɔ ypleð
The following code shows how one might implement a binary tree node:
public class TreeNode (
public int data;
public TreeNode left;
public TreeNode right;
public TreeNode(int d, TreeNode 1, TreeNode r) {
data = d;
left - 1;
right = r;
Suppose we have the following binary tree (with root being the node at the top):
7
The following method is an instance method in the TreeNode class.
public int c() {
int leftc = 0;
if (left != null) {
leftc - left.c ();
int rightc - 0;
if (right != nul1) {
rightC = right.c();
return leftc + rightC + 1;
Suppose root.c() is called. What is returned? Show memory diagrams and/or stack
frames to explain what the recursive calls are.
Transcribed Image Text:boɔ ypleð The following code shows how one might implement a binary tree node: public class TreeNode ( public int data; public TreeNode left; public TreeNode right; public TreeNode(int d, TreeNode 1, TreeNode r) { data = d; left - 1; right = r; Suppose we have the following binary tree (with root being the node at the top): 7 The following method is an instance method in the TreeNode class. public int c() { int leftc = 0; if (left != null) { leftc - left.c (); int rightc - 0; if (right != nul1) { rightC = right.c(); return leftc + rightC + 1; Suppose root.c() is called. What is returned? Show memory diagrams and/or stack frames to explain what the recursive calls are.
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