Question

Maximum how many nodes can there be in a complete Binary Tree with level h? (java...

Maximum how many nodes can there be in a complete Binary Tree with level h? (java programing)

Homework Answers

Answer #1
Maximum number of nodes can there be in a complete Binary Tree with level 1 is 1
Maximum number of nodes can there be in a complete Binary Tree with level 2 is 3
Maximum number of nodes can there be in a complete Binary Tree with level 3 is 7
Maximum number of nodes can there be in a complete Binary Tree with level 4 is 15

Maximum number of nodes can there be in a complete Binary Tree with level h is 2 power h - 1


Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1. a) Suppose that a binary tree of height h has n nodes. Show that h...
1. a) Suppose that a binary tree of height h has n nodes. Show that h ≥ log2 (n+2) - 1. b) Using the formula in part (a) find the minimum height if a binary tree with 1000 nodes. c) What is the maximum possible height of a binary tree with 1000 nodes?
How many levels will there be in a complete binary tree is it has n number...
How many levels will there be in a complete binary tree is it has n number of nodes? looking for formula
Write a routine to list out the nodes of a binary tree in level-order. List the...
Write a routine to list out the nodes of a binary tree in level-order. List the root, then nodes at depth 1, followed by nodes at depth 2, and so on. You must do this in linear time. Prove your time bound (Java)
How can I prove that any node of a binary search tree of n nodes can...
How can I prove that any node of a binary search tree of n nodes can be made the root in at most n − 1 rotations?
Suppose a binary tree stores integers. Write efficient methods (and give their Big-Oh running times) that...
Suppose a binary tree stores integers. Write efficient methods (and give their Big-Oh running times) that take a reference to a binary tree root T and compute a. the number of nodes with two children that contain the same value **JAVA**
A binary tree isfullif every non-leaf node has exactly two children. For context, recallthat we saw...
A binary tree isfullif every non-leaf node has exactly two children. For context, recallthat we saw in lecture that a binary tree of heighthcan have at most 2h+1−1 nodes, and thatit achieves this maximum if it iscomplete, meaning that it is full and all leaves are at the samedistance from the root. Findμ(h), theminimumnumber of nodes that a full tree of heighthcan have, and prove your answer using ordinary induction onh. Note that tree of height of 0 isa single...
Prove that a full non-empty binary tree must have an odd number of nodes via induction
Prove that a full non-empty binary tree must have an odd number of nodes via induction
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
what is the common between binary search tree and B tree? Can all the binary search...
what is the common between binary search tree and B tree? Can all the binary search tree be considered a special case of some vaild B tree why or why not?
Let T be a complete binary tree such that node v stores the entry (p(v), 0),...
Let T be a complete binary tree such that node v stores the entry (p(v), 0), where p(v) is the level number of v. Is tree T a heap? Why or why not? I know that a complete binary tree is a heap, but shouldn't we also take into consideration the values that it is storing into the tree: (p(v), 0)? The heap tree could be either a min-heap or max-heap. If we order the the value based of p(v)...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT