ling : DRAW A TREE [Application of Skills; Advanced] Draw a single tree with the following...
ling : DRAW A TREE
[Application of Skills; Advanced]
Draw a single tree with the following properties:
a) R is the root node
b) B is a terminal node and precedes all other terminal nodes
c) C dominates B
d) C sister-precedes D
e) {F, G, H} are exhaustively dominated by D
f) F asymmetrically c-commands G and H
g) E is immediately dominated by D
h) F precedes E
i) G sister precedes H
Homework Answers
Add Answer to:
ling : DRAW A TREE
[Application of Skills; Advanced]
Draw a single tree with the following...
2. A regular binary tree is a binary tree whose internal nodes all have two subtrees...
2. A regular binary tree is a binary tree whose internal nodes all have two subtrees (left and right). In other words, all their nodes have either zero subtrees (in which case they are leaves) or two subtrees (in which case they are internal nodes). Suppose that you have a boolean function that tells you, for each node of the tree, whether it is a leaf or not (call it: leaf(n), for node n). a) Write a recursive function that...
(a) Compute the Breadth-First Search tree for the following graph, using node a as the root....
(a) Compute the Breadth-First Search tree for the following
graph, using node a as the root. Please use alphabetic order to
make choice when you have multiple choices. You only need to show
the tree without showing the steps. (b) What is the height of the
tree?
Currently I have a tree of depth 3, a as the root, (b,g,h,k) as
depth 1, (c,j) under b (f) under g (e) under k for depth 2, and (d)
under c for...
Java eclipse question. Given a binary search tree -------------M ---------G ---------N ------D----- H ---B----F How woul...
Java eclipse question. Given a binary search tree -------------M ---------G ---------N ------D----- H ---B----F How would you find the farthest from the root and most right side of the node? So, in this case, farthest nodes are B and F with height of 4 But the most right side of the node is F Therefore answer is F. I have //Will call helper method. public T findRightmostLowest(){ int lv = height();//This is the maxium height of the tree(4 in this...
A balanced binary tree is a binary tree structure in which the left and right subtrees of every node differ
Data structures C++1- A balanced binary tree is a binary tree structure in which the left and right subtrees of every node differ in height by no more than 1 Out of the following choices, which is the minimum set of nodes, if removed, will make the BST balanced?2- Which of the following is true for Red-Black Trees ? Select all choices that apply! Select one or more: a. For each node in the tree, all paths from that node to any leaf nodes contain...
40. Consider the following tree: 48 29 81 14 37 67 88 17 55 85 97...
40. Consider the following tree: 48 29 81 14 37 67 88 17 55 85 97 N Figure 7 a) (1 mark) What is the height of this tree? b) (1 mark) What is the level of the node containing "17"? c) (1 mark) What is the value contained in this tree's root node? d) (1 mark) What are the ancestors of the node containing "81"? e) (1 mark) How many leaf nodes are contained in this tree? f) (1...
///Program needs to write in prolog/// 6. A binary tree is either empty or it is...
///Program needs to write in prolog///
6. A binary tree is either empty or it is composed of a root element and two successors, which are binary trees themselves. In Prolog we represent the empty tree by the atom 'nil' and the non-empty tree by the term t(X,L,R), where X denotes the root node and L and R denote the left and right subtree, respectively. The following Prolog term represents the given binary tree below. T1 = t(a,t(b,t(d,nil,nil),t(e,nil,nil)),t(c,nil,t(f,t(g,nil, nil),nil))) d...
(b) You are given the AVL Tree in the figure below. Assume that the nodes are...
(b) You are given the AVL Tree in the figure below. Assume that the nodes are sorted in alphabetical order. E J B D K A F L H Draw the resulting BST after node E is removed. To construct the new BST replace node E with an appropriate node from the left subtree of E. Do not rebalance the resulting tree. Label each node in the resulting tree with its balance factor. (e) Now rebalance the tree from the...
Question 1 (4 points) Answer the following questions. a. Draw a recursion tree for the recurrence...
Question 1 (4 points) Answer the following questions. a. Draw a recursion tree for the recurrence T(n) T(an) + T(1- a)n cn, where 0 α < 1 and c > 0 are constants. Draw the nodes at three levels, i.e., level 0, 1, and 2 (root node is level 0).
The first and second picture are the definition of 2-3 tree，3rd and 4th are the pre-condition...
The first and second picture are the definition of 2-3
tree，3rd and 4th are the pre-condition and post-condition. Please
use these question to solve problem 8，the last photo.
2-3 Trees: Definition Suppose that E is an ordered type, that is, a nonempty set of values that have a total order. A 2-3-tree, for type E, is a finite rooted tree T (like a binary search tree or a red-black tree) that satisfies the following 2-3 Tree Properties: (a) Every leaf...
1. Time Complexity of Kruskal's Algorithm Which best describes the relative time complexities of the pre-sorting...
1. Time Complexity of Kruskal's Algorithm Which best describes the relative time complexities of the pre-sorting and main parts of algorithm? A) The time to pre-sort dominates B) The main part dominates C) The relationship depends on the sort and disjoint-set operations being used D) Kruskal's algorithm doesn't use pre-sorting 2. Kruskal's Algorithm: Disjoint Set Operations What are the number of calls to the respective disjoint set operations in Kruskal's Algorithm? A) MAKE-SET O(V), FIND O(V), UNION (V) B) MAKE-SET...
2. A regular binary tree is a binary tree whose internal nodes all have two subtrees (left and right). In other words, all their nodes have either zero subtrees (in which case they are leaves) or two subtrees (in which case they are internal nodes). Suppose that you have a boolean function that tells you, for each node of the tree, whether it is a leaf or not (call it: leaf(n), for node n). a) Write a recursive function that...
(a) Compute the Breadth-First Search tree for the following
graph, using node a as the root. Please use alphabetic order to
make choice when you have multiple choices. You only need to show
the tree without showing the steps. (b) What is the height of the
tree?
Currently I have a tree of depth 3, a as the root, (b,g,h,k) as
depth 1, (c,j) under b (f) under g (e) under k for depth 2, and (d)
under c for...
40. Consider the following tree: 48 29 81 14 37 67 88 17 55 85 97 N Figure 7 a) (1 mark) What is the height of this tree? b) (1 mark) What is the level of the node containing "17"? c) (1 mark) What is the value contained in this tree's root node? d) (1 mark) What are the ancestors of the node containing "81"? e) (1 mark) How many leaf nodes are contained in this tree? f) (1...
///Program needs to write in prolog///
6. A binary tree is either empty or it is composed of a root element and two successors, which are binary trees themselves. In Prolog we represent the empty tree by the atom 'nil' and the non-empty tree by the term t(X,L,R), where X denotes the root node and L and R denote the left and right subtree, respectively. The following Prolog term represents the given binary tree below. T1 = t(a,t(b,t(d,nil,nil),t(e,nil,nil)),t(c,nil,t(f,t(g,nil, nil),nil))) d...
(b) You are given the AVL Tree in the figure below. Assume that the nodes are sorted in alphabetical order. E J B D K A F L H Draw the resulting BST after node E is removed. To construct the new BST replace node E with an appropriate node from the left subtree of E. Do not rebalance the resulting tree. Label each node in the resulting tree with its balance factor. (e) Now rebalance the tree from the...
Question 1 (4 points) Answer the following questions. a. Draw a recursion tree for the recurrence T(n) T(an) + T(1- a)n cn, where 0 α < 1 and c > 0 are constants. Draw the nodes at three levels, i.e., level 0, 1, and 2 (root node is level 0).
The first and second picture are the definition of 2-3
tree，3rd and 4th are the pre-condition and post-condition. Please
use these question to solve problem 8，the last photo.
2-3 Trees: Definition Suppose that E is an ordered type, that is, a nonempty set of values that have a total order. A 2-3-tree, for type E, is a finite rooted tree T (like a binary search tree or a red-black tree) that satisfies the following 2-3 Tree Properties: (a) Every leaf...
Most questions answered within 3 hours.
-
A pebble with mass m is thrown straight up with an initial speed
v0 so that...
asked 1 minute ago -
Let X be a discrete random variable that follows a
binomial distribution with n = 11...
asked 9 minutes ago -
The equilibrium constant, K, for the following reaction is
1.29×10-2 at 600
K.
COCl2(g) --->
CO(g)...
asked 23 minutes ago -
It is known that 72% of people have a favorable opinion of their
local police force....
asked 26 minutes ago -
A vertical straight wire carrying an upward 26-A current exerts
an attractive force per unit length...
asked 39 minutes ago -
For the purposes of this assignment, you are to choose an
adaptive trait common to more...
asked 47 minutes ago -
Two identical flutes can play middle C (262 Hz) at 20◦C. How
many beats per second...
asked 55 minutes ago -
Potassium phosphate and calcium chloride react in a double
replacement reaction. To produce 1.0 moles of...
asked 50 minutes ago -
Sparky, Co. purchased land as a factory site for $600,000.
Sparky paid $42,000 to tear down...
asked 1 hour ago -
A Chi-square distribution with 14 degrees of freedom is a
correct model for
Question 8 options:...
asked 1 hour ago -
In a group of 45 mice, there are 10 that have a certain genetic
character. suppose...
asked 1 hour ago -
Topic: Hydrogenic Atoms
The wavefunction of one of the d orbitals is proportional to sin
θ...
asked 1 hour ago