Question

Given a decision tree that is 4 levels in height, with each node producing 4 possible...

Given a decision tree that is 4 levels in height, with each node producing 4 possible results, what is the max number of leaves?

Engineering   Computer-Science   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

64 Leaves.

Explanation ::

Level 1 :: Root node is level 1 in a decision tree.

Level 2 :: As per question, each node is producing 4 possible results it means 2nd level which is produced by root will have ( 1 * 4 = 4) Nods.

Level 3 :: As each node produces 4 results and level 2 is having 4 nodes so total nodes for level 3 = no of results produced by level 2 ie 4 * 4 = 16

Level 4 :: As level 3 having 16 nodes so it will produce 16 *  4 = 64 result nodes which are nothing but leaves of level 4 decision tree.

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
c++ 1.using a balanced search tree Given (a b* (c d* e)) draw the corresponding tree....
c++ 1.using a balanced search tree Given (a b* (c d* e)) draw the corresponding tree. - Indicates non-leaves. - Indicate the balance factor and height for each non-leaf. 2. To compute and store the height and balance factor of each vertex, what traversal order would be ideal? Why?
1.Note that the skip list defines MAX_LEVEL as the largest number of levels a particular node...
1.Note that the skip list defines MAX_LEVEL as the largest number of levels a particular node could have. Is there a point when this MAX level would tend to reduce performance? Can you quantify that point? What happens to performance?
C++ Balanced Search Tree 1) Given (a b* (c d* e))  draw the corresponding tree.  * indicates non-leaves....
C++ Balanced Search Tree 1) Given (a b* (c d* e))  draw the corresponding tree.  * indicates non-leaves. Indicate the balance factor and height for each non-leaf 2) To compute and store the height and balance factor of each vertex, what traversal order would be ideal? Why?
Consider a binary search tree where each tree node v has a field v.sum which stores...
Consider a binary search tree where each tree node v has a field v.sum which stores the sum of all the keys in the subtree rooted at v. We wish to add an operation SumLE(K) to this binary search tree which returns the sum of all the keys in the tree whose values are less than or equal to K. (a) Describe an algorithm, SumLE(K), which returns the sum of all the keys in the tree whose values are less...
Problem 3 Given a BST with N nodes, how many tree shapes are there with height...
Problem 3 Given a BST with N nodes, how many tree shapes are there with height N-1? Explain your reasoning. Problem 4 Given a BST with N nodes, how many tree shapes are there with height N-2? Explain your reasoning . Problem 5 Consider an empty 2-3 tree. Draw the tree after each of the following operations is executed: insert 0, insert 9, insert 2, insert 6, insert 7, insert 3, insert 8, delete 2, delete 6
Q1. Given (a b* (c d* e)) draw the corresponding tree. * indicates non-leaves. Indicate the...
Q1. Given (a b* (c d* e)) draw the corresponding tree. * indicates non-leaves. Indicate the balance factor and height for each non-leaf.[3] Q2. To compute and store the height and balance factor of each vertex, what traversal order would be ideal? Why?[2]
Exercise 3: Multi-way Trees A way to reduce the height of tree and ensure balance is...
Exercise 3: Multi-way Trees A way to reduce the height of tree and ensure balance is to allow multiple children of nodes. In your class you learned 2-3 trees which allows up to 2 keys in a node, and the number of children is equal to the number of keys + 1. B-trees extend this concept to any arbitrary number of keys (usually number of keys is even and number of children (equal to number of keys+1) is odd). Assume...
1) For a given text, the outcome of the sentiment analysis (unknown variable of sentiment) will...
1) For a given text, the outcome of the sentiment analysis (unknown variable of sentiment) will be the same irrespective of the pre-built dictionaries used True or False ------------------------------------------------------------ ------------------------------------------------------------ 2) When growing a decision tree, when do you stop branching at a node? a) The node is pure or the number of observations in the node is less than/equal to a preset threshold value b) The node is impure or the number of observations in the node is less...
An apple grower finds that if he plants 80 trees per acre, each tree will yield...
An apple grower finds that if he plants 80 trees per acre, each tree will yield 26 bushels of fruit. He estimates that for each additional tree planted per acre, the yield of each tree will decrease by 4 bushels. Given a price of $1.00 per bushel, find the maximum revenue and how many trees should he plant per acre to maximize her harvest? choices 36 trees per acre, max revenue of $7,480 37 trees per acre, max revenue of...
‏What is the output of the Euler tour in the normal binary search tree if the...
‏What is the output of the Euler tour in the normal binary search tree if the key insert order is 5 , 2 , 8 , 5 , 9 , 5 , 1 , 3 , 4 , 2 , 8 ? All keys equal to the node should be the right subtree of that node. ____________________________________________________________ ‏Construct the binary max - heap for the keys given below. Once all the keys are inserted, perform the remove maximum operation, and...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT