Question: [10 points/ Let T be a binary search tree with n nodes and height h, where each node of T stores a key value (which

 [10 points/ Let T be a binary search tree with n

[10 points/ Let T be a binary search tree with n nodes and height h, where each node of T stores a "key value (which is a real number). Now, we would like to augment the tree T so that each node z T stores r.sumthe total sum of all keys stored in the subtree rooted at z (including ) Describe an algorithm that compute this augmentation time complexity of your algorithm

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