# Binary tree and binary search tree ***Tree's level start with 0*** -If n is the root of T than n isat level 0. -If n is not the root of T, its level is 1 greater than the level of its parent. ***Tree's height start with 0*** -If T is empty, its height is 0. -If T is not empty: height(T) = 1 + max{height(TL), height(TR)} ***DIFFERENT TREE FORM*** ![](https://i.imgur.com/kOIJFi4.png) # Practice 8-1, 8-2: ![](https://i.imgur.com/iROenbq.jpg)