# Let T1 and T2 be AVL trees such that the largest key in T1 is less...

###### Question:

Let T1 and T2 be AVL trees such that the largest key in T1 is less than

the smallest key in T2. Give an algorithm (in psuedocode) for procedure JOIN-AVL-
TREES(T1, T2) that joins these two AVL trees. The runtime should be O(log n),

where n is the size of the resulting AVL tree. Can you explain how can we achieve this and why is the complexity such that?

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