1) Which Design Technique was used to produce Kruskal's Algorithm? (Select the answer from the following...
1) Which Design Technique was used to produce Kruskal's Algorithm? (Select the answer from the following options and prove your choice):
a) Dynamic Programming
b) Greedy
c) Divide and Conquer
d) Linear Programming
PLEASE EXPLAIN IT IN DETAIL
Homework Answers
Prim and Kruskal are greedy algorithms used to find the minimum spanning tree. In kruskal algorithm, for finding the MST, edge with th least weight is selected at each step greedily. due to this greedyness in selection, this is a greedy algorithm Answer: b) Greedy
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1) Which Design Technique was used to produce Kruskal's
Algorithm? (Select the answer from the following...
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...
For [Select], there are three choices: worse than, the same as, better than Answer the following...
For [Select], there are three choices: worse than, the same as,
better than
Answer the following questions about the computational properties of divide-and-conquer sorting algorithms, based on tight big-Oh characterizations of the asymptotic growth rate of the functions for the running time or space size, depending on the question. Assume that the input sequence is given as a list, and the output sequence is also a list. Also assume a general implementation of the sorting algorithms, as opposed to an...
Need the following answer: Select all the statements below which are TRUE To show that a...
Need the following answer:
Select all the statements below which are TRUE To show that a greedy algorithm always yields an optimal solution, we need to prove the greedy-choice property We do not need to prove the optimal substructure property TREE-INSERT(T.Z.) is the insert operation for Binary Search Trees (BST) TREE-INSERT(T.Z) has the worst -case running time (lgn). where n is the number of nodes in the tree Let G be an undirected graph In the adjacency- list representation of...
pls write correct answers asap.... Note- You are athempting question 9 out of 10 Match the following: 1) Quick Sort A)...
pls write correct answers asap....
Note- You are athempting question 9 out of 10 Match the following: 1) Quick Sort A) Divide and conquer programming 2) Task Scheduling B) Greedy programming 3) Merge Sort C) Dynamic programming 4) Prim's D) Not stable a) 1-B2-A 3-C4-D b) 1-D 2-C3-A 4-B c) 1-D 2-C 3-B 4-A d) 1-C 2-D 3-A 4-B Ansre Note - You are attermpring qpestion out of 10 Odd man out: e Topological sort Algorithm DFS Algorithm Binary search...
What is the order of the following algorithm: procedure Func1(m,n) { while (m > 0) {...
What is the order of the following algorithm: procedure Func1(m,n) { while (m > 0) { t = n mod m; n = m; m = t; } } (Select the answer from the following options and prove your choice): a) theta (ln m) b) m^2 c) n^m d) m^n
Design an algorithm using RAPTOR that will produce an employee payroll register from an employee file....
Design an algorithm using RAPTOR that will produce an employee payroll register from an employee file. Each input employee record contains the employee number, gross pay, income tax payable, union dues and other deductions. Your program is to read the employee file and print a detail line for each employee record showing employee number, gross pay, income tax payable, union dues, other deductions and net pay. Net pay is calculated as gross pay – income tax – union dues –...
Question 4 - Which Microsoft Excel tool can be used to develop linear programming solutions? Select...
Question 4 - Which Microsoft Excel tool can be used to develop linear programming solutions? Select XML expansion pack as your answer XML expansion pack Select Security macro as your answer Security macro Select Solver module as your answer Solver module Select Data analysis as your answer Data analysis Select The lookup wizard as your answer The lookup wizard Question 6 - Which term describes the additional amount a company will make if one more unit of a constrained resource...
You are tallying votes from an election in which n people voted. If any candidate gets...
You are tallying votes from an election in which n people voted. If any candidate gets more than half (at least ⌊n/2⌋ + 1 votes), they win. Otherwise a runoff election is needed. For privacy reasons you are not allowed to look at any one ballot, but you have a machine that can take any two ballots and answer the question: “are these two ballots for the same candidate, or no?” (a) Design and analyze a divide and conquer algorithm...
(a) Your company participates in a competition and the fastest algorithm wins. You know of two...
(a) Your company participates in a competition and the fastest algorithm wins. You know of two different algorithms that can solve the problem in the competition. • Algorithm I solves problems by dividing them into five subproblems of half the size, recursively solving each subproblem, and then combining the solutions in linear time. • Algorithm 2 solves problems of size n by dividing them into 16 subproblems of size n/4, recursively solving each subproblem, and then combining the solutions in...
Suppose we are given two sorted arrays (nondecreasing from index 1 to index n) X[1] ·...
Suppose we are given two sorted arrays (nondecreasing from index 1 to index n) X[1] · · · X[n] and Y [1] · · · Y [n] of integers. For simplicity, assume that n is a power of 2. Problem is to design an algorithm that determines if there is a number p in X and a number q in Y such that p + q is zero. If such numbers exist, the algorithm returns true; otherwise, it returns false....
For [Select], there are three choices: worse than, the same as,
better than
Answer the following questions about the computational properties of divide-and-conquer sorting algorithms, based on tight big-Oh characterizations of the asymptotic growth rate of the functions for the running time or space size, depending on the question. Assume that the input sequence is given as a list, and the output sequence is also a list. Also assume a general implementation of the sorting algorithms, as opposed to an...
Need the following answer:
Select all the statements below which are TRUE To show that a greedy algorithm always yields an optimal solution, we need to prove the greedy-choice property We do not need to prove the optimal substructure property TREE-INSERT(T.Z.) is the insert operation for Binary Search Trees (BST) TREE-INSERT(T.Z) has the worst -case running time (lgn). where n is the number of nodes in the tree Let G be an undirected graph In the adjacency- list representation of...
pls write correct answers asap....
Note- You are athempting question 9 out of 10 Match the following: 1) Quick Sort A) Divide and conquer programming 2) Task Scheduling B) Greedy programming 3) Merge Sort C) Dynamic programming 4) Prim's D) Not stable a) 1-B2-A 3-C4-D b) 1-D 2-C3-A 4-B c) 1-D 2-C 3-B 4-A d) 1-C 2-D 3-A 4-B Ansre Note - You are attermpring qpestion out of 10 Odd man out: e Topological sort Algorithm DFS Algorithm Binary search...
(a) Your company participates in a competition and the fastest algorithm wins. You know of two different algorithms that can solve the problem in the competition. • Algorithm I solves problems by dividing them into five subproblems of half the size, recursively solving each subproblem, and then combining the solutions in linear time. • Algorithm 2 solves problems of size n by dividing them into 16 subproblems of size n/4, recursively solving each subproblem, and then combining the solutions in...
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