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+ # Python program to demonstrate insert operation in binary search tree
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+
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+ # A utility class that represents an individual node in a BST
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+ class Node :
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+ def __init__ (self ,key ):
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+ self .left = None
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+ self .right = None
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+ self .val = key
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+
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+ # A utility function to insert a new node with the given key
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+ def insert (root ,node ):
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+ if root is None :
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+ root = node
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+ else :
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+ if root .val < node .val :
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+ if root .right is None :
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+ root .right = node
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+ else :
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+ insert (root .right , node )
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+ else :
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+ if root .left is None :
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+ root .left = node
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+ else :
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+ insert (root .left , node )
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+
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+ # A utility function to do inorder tree traversal
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+ def inorder (root ):
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+ if root :
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+ inorder (root .left )
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+ print (root .val )
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+ inorder (root .right )
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+
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+
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+ # Driver program to test the above functions
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+ # Let us create the following BST
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+ # 50
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+ # / \
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+ # 30 70
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+ # / \ / \
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+ # 20 40 60 80
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+ r = Node (50 )
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+ insert (r ,Node (30 ))
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+ insert (r ,Node (20 ))
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+ insert (r ,Node (40 ))
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+ insert (r ,Node (70 ))
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+ insert (r ,Node (60 ))
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+ insert (r ,Node (80 ))
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+
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+ # Print inoder traversal of the BST
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+ inorder (r )
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