What is the minimum height of any binary tree

Assignment Help Mathematics

Reference no: EM131165831

The height of a rooted or binary tree with one vertex is 0; otherwise it is 1 plus the maximum of the heights of its subtrees. Based on Exercise 6.2-9, what is the minimum height of any binary tree on n vertices? (Please prove this.)

Reference no: EM131165831

Questions Cloud

Show that in a full binary tree with n internal vertices : The external path length of a binary tree is the sum, taken over all leaf vertices of the tree, of the depth of the vertex. Show that in a full binary tree with n internal vertices, internal path length i and external path length e, we have e = i ..

What is a corporate bond : What is a corporate bond and what does it do in the world of finance?

Why is game theory used to explain oligopoly behavior : What are the characteristics of a monoplolistic competitve market structure? What are the characteristics of an oligopoly market strucuture? Why is game theory used to explain oligopoly behavior

Issues or policies within desired career path : Issues/policies within desired career path: Imagine that you are being asked to deliver a speech at a professional conference on public health issues and policies that affect your niche in the health industry.

What is the minimum height of any binary tree : The height of a rooted or binary tree with one vertex is 0; otherwise it is 1 plus the maximum of the heights of its subtrees. Based on Exercise 6.2-9, what is the minimum height of any binary tree on n vertices? (Please prove this.)

European bond instead of the us-denominated bond : If your expected exchange rate one year from now is EUR/USD = $1.10, then was this a good decision to buy the European bond instead of the US-denominated bond?

Draw a data model for the entities and considering entities : Draw a data model for the following entities, considering the entities as representing a system for a patient billing system and including only the attributes that would be appropriate for this context.

Discuss your feelings about the given statement : Discuss your feelings about the following statement: - "Management should always fight hard to keep unions out of their organization."

Price differentiation and price discrimination : What is the difference between Price Differentiation and Price Discrimination

User Account

All Pages