You are given a trie that was built from a list of n (potentially non-unique) words,...

You are given a trie that was built from a list of n (potentially non-unique) words, in which the longest word has length m. What is the best-case memory requirement for the trie (as a function of m and/or n)? What is the worst-case memory requirement? Draw a small example trie showing the data in both of the cases, and describe the dictionary inputs.

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venereology answered 2 years ago

A binary search tree can be built with a traditional insertion method given a list of...

A binary search tree can be built with a traditional insertion method given a list of integers. Binary search trees (BSTs) are binary trees where the data is ordered such that nodes in the subtree to the left of a given node are smaller than or equal to the node, and the right subtree will contain nodes with values greater than the given node. With a built binary search tree, one can traverse the tree to print each node’s data...

A binary search tree can be built with a traditional insertion method given a list of...

A binary search tree can be built with a traditional insertion method given a list of integers. Binary search trees (BSTs) are binary trees where the data is ordered such that nodes in the subtree to the left of a given node are smaller than or equal to the node, and the right subtree will contain nodes with values greater than the given node. With a built binary search tree, one can traverse the tree to print each node’s data...

assume n = 2^100. consider the following problem. given an unsorted list of size n you...

assume n = 2^100. consider the following problem. given an unsorted list of size n you can choose to sort it or not first. after this step, you get m queries q1, q2, ... qm. one by one of the form "is qi in the list?" Describe whether you would sort and what algorithm you would use if 1.) m= 10, and 2) m = 1000

Given a list of numbers, could you build a Turing machine to sort them into non-decreasing...

Given a list of numbers, could you build a Turing machine to sort them into non-decreasing order? Non-decreasing order is essentially the same thing as increasing order, except that it recognizes that some of the numbers might be repeated. Explain why this is or why this is not possible. Do not try to give an algorithm or even a description of how the machine would work--just an explanation as to why it is or is not possible.

python3: Given a list of numbers in order order, return a new list sorted in non-decreasing...

python3: Given a list of numbers in order order, return a new list sorted in non-decreasing order, and leave the original list unchanged. function only def mergeSort(inputArray): #code here a = [3,4,6,1,21,11,9,8] b = mergeSort(a) print('original array is: ', a) print('sorted array is: ', b)

For a given integer n > 1, list all primes not exceeding n. Example: n=10, output:...

For a given integer n > 1, list all primes not exceeding n. Example: n=10, output: 2,3,5,7 n=16, output: 2,3,5,7,11,13 In Java please

C++ language or Python. Linked Lists You are given a linked list that contains N integers....

C++ language or Python. Linked Lists You are given a linked list that contains N integers. You are to perform the following reverse operation on the list: Select all the subparts of the list that contain only even integers. For example, if the list is {1,2,8,9,12,16}, then the selected subparts will be {2,8}, {12,16}. Reverse the selected subpart such as {8,2} and {16,12}. The list should now be {1,8,2,9,16,12}. Your node definition should consist of 2 elements: the integer value...

Given a string and a non-negative int n, we'll say that the front of the string...

Given a string and a non-negative int n, we'll say that the front of the string is the first 3 chars, or whatever is there if the string is less than length 3. Return n copies of the front; frontTimes("Chocolate", 2) → "ChoCho" frontTimes("Chocolate", 3) → "ChoChoCho" frontTimes("Abc", 3) → "AbcAbcAbc" Must work the following problem using a while loop or do while.

Create a mathematical proof to prove the following: Given an integer n, and a list of...

Create a mathematical proof to prove the following: Given an integer n, and a list of integers such that the numbers in the list sum up to n. Prove that the product of a list of numbers is maximized when all the numbers in that list are 3's, except for one of the numbers being either a 2 or 4, depending on the remainder of n when divided by 3.

From the list given to you for each of the following hypothesis testing situations, indicate the...

From the list given to you for each of the following hypothesis testing situations, indicate the test you would use and explain the reason Pearsons Product-Moment Correlation Coefficient (Test #13) Spearman Rank Correlation (Test# 14) Simple Linear Regression (Test# 15) ANOVA (Test # 16) Kruskal-Wallis (Test # 17) ---- A researcher wants to know what the relationship is between how fifteen people do in a debate tournament (first place to fifteenth place), and how they do in a drama meet...

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You are given a trie that was built from a list of n (potentially non-unique) words,...

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A binary search tree can be built with a traditional insertion method given a list of...

A binary search tree can be built with a traditional insertion method given a list of...

assume n = 2^100. consider the following problem. given an unsorted list of size n you...

Given a list of numbers, could you build a Turing machine to sort them into non-decreasing...

python3: Given a list of numbers in order order, return a new list sorted in non-decreasing...

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