binomial tree, Bn is defined recursively as follows.B0 is the tree with a single vertex.Create Bn+1, where n is a nonegative integer, by making two copies of Bn; the first copy becomes the root tree of Bn+1, and the second copy becomes the leftmost child of the root in the first copy.Here are examples for n = 0 to 3:Draw the binomial tree for n = 4 (it pays to do this neatly and carefully as it will makes the rest of the questions easier to answer).Create a table that has the depth of each of B0 to B4 (note that B0 has a depth of 1). Determine the formula for these as a function of n, and include in your table your calculation for B5 (you should NOT have to draw B5!).Create a table that has the number of nodes in each of B0 to B4. Determine the formula for these as a function of n, and include in your table your calculation for B5 (you should NOT have to draw B5!). 3.B,

The following will be the tree diagram for the number of nodes being (n=4)-

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Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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binomial tree, B_n is defined recursively as follows.

B₀ is the tree with a single vertex.
Create B_n+1, where n is a nonegative integer, by making two copies of B_n; the first copy becomes the root tree of B_n+1, and the second copy becomes the leftmost child of the root in the first copy.
Here are examples for n = 0 to 3:

Draw the binomial tree for n = 4 (it pays to do this neatly and carefully as it will makes the rest of the questions easier to answer).
Create a table that has the depth of each of B₀ to B₄ (note that B₀ has a depth of 1). Determine the formula for these as a function of n, and include in your table your calculation for B₅ (you should NOT have to draw B₅!).
Create a table that has the number of nodes in each of B₀ to B₄. Determine the formula for these as a function of n, and include in your table your calculation for B₅ (you should NOT have to draw B₅!).