Problem 1: TreesConsider the tree above:[a] What kind of tree is it?[b] How many vertices does it have?[c] How many edges does it have?[d] What are its leaves?[e] What is its height?1348(10)7 (13)(14)[f] Is it height-balanced? Why or why not?[g] Is it complete (in the sense of complete tree, not complete graph)? Why or why not?[h] What is its preorder traversal?[i] What is its postorder traversal?[j] What is its inorder traversal?

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Answered: Consider the tree above: [a] What kind…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

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21
Use the Pruning Map Bijection to do the following.(a) Find the word associated to the tree:•4 •6 •2•8 •5 •3•1 •9 •7(b) Find the tree with vertex set {1, 2, 3, 4, 5, 6, 7, 8, 9} associated to the word 2466284.(Hint: you may find it helpful to watch the lecture recording, besides looking at thelecture notes).
a Draw the rooted tree with root g and c. f T C g
question b Direct proof/proof by cases:
question c Direct proof/proof by cases:
Discrete math question:
(theorem) Let G = V,G see picture be a tree with more than one vertex. Show that there must be at least two grade 1 vertexes.
Q4- Trace the circle where the center is (-6, 10) and radius is 5 using Bresenham algorithm.
12. Answer these questions about the rooted tree illustrated.. (a) Which vertex is the root? (b) Which vertices are leaves? (c) Which vertices are children of j? (d) Which vertices are ancestors of m? (e) Which vertices are descendants of b? ●G 19 "G te
Provide me complete solution of question thanks 13
A company decides to change its floor plan from cubicle to open office. This will bring in a constant stream of $1,000 in extra income annually. If the company invests this extra income in an account that earns 2.5% continuously compounded interest for ten years, is it worth the change? The change in floor plan costs $7,000.

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Consider the tree above: [a] What kind of tree is it? [b] How many vertices does it have? [c] How many edges does it have? 1 3 4 6 8 7 (10) (13) (14)