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Beautified code I'll be working on

master
Raphael Roberts 6 years ago
parent
commit
5f5666c3d9
  1. 2
      .gitignore
  2. 53
      BST.java

2
.gitignore

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/meghanadaFormatter.xml
/out/

53
BST.java

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// Binary Search Tree class
// Xiwei Wang
import java.util.*;
public class BST
{
public class BST {
// instance variables
private BSTNode m_root;
private int m_size;
// constructor
public BST()
{
public BST() {
m_root = null;
m_size = 0;
}
// This method returns the number of elements in the tree.
// Do not make any changes to this method!
public int size()
{
public int size() {
return m_size;
}
// This method clears the content of the tree.
// Do not make any changes to this method!
public void clear()
{
public void clear() {
m_root = null;
m_size = 0;
}
}
// This non-recursive method takes a string and inserts it into the binary
// search tree, keeping the tree ordered.
public void add(String value)
{
public void add(String value) {
// TODO: implement this method using a non-recursive solution
}
// This non-recursive method returns a string that represents the in-order traversal
// of the binary search tree.
public String inOrder()
{
public String inOrder() {
// TODO: implement this method using a non-recursive solution
return ""; // replace this statement with your own return
}
// This method returns the smallest element in the binary search tree. You
// are not allowed to create any additional structures, including but not
}
// This method returns the smallest element in the binary search tree. You
// are not allowed to create any additional structures, including but not
// limited to arrays, stacks, queues, or other trees.
public String min()
{
public String min() {
// TODO: implement this method using a non-recursive solution
return ""; // replace this statement with your own return
}
// This method takes a reference to the root of the expression, evaluates
// the tree, and returns the result as an int.
public int evaluate(BSTNode node)
{
public int evaluate(BSTNode node) {
// TODO: implement this method using a non-recursive solution
return -1; // replace this statement with your own return
}
}
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