Question: A complete binary tree of depth n is a strictly binary tree in which every node on levels 1,2,... ,n 1 is a parent and

A complete binary tree of depth n is a strictly binary

A complete binary tree of depth n is a strictly binary tree in which every node on levels 1,2,... ,n 1 is a parent and each node on level n is a leaf. Prove that a complete binary tree of depth n has +1- 1 nodes

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