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8. Trees
Binary search trees
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Reading 1
Ordered binary tree
BST invariant: all keys in left subtree < node < all keys in right.
Search/insert average O(log n) if balanced; worst O(n) if skewed like a list.
Inorder traversal lists keys sorted.
TNode* search(TNode* t, int x){
if(!t || t->val==x) return t;
if(x < t->val) return search(t->left,x);
return search(t->right,x);
}Check 2
Skewed tree
A BST that inserts sorted keys with naive insert becomes
Fill in 3
Invariant
Try it 4
Insert path
Build 2-1-3.
main.cpp
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Assignment 5
BST search exists
Read n, n distinct ints inserted in order into a BST idea, then q. Print yes if q appears in the list (membership).
main.cpp
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