Database System Concepts
Database System Concepts
7th Edition
ISBN: 9780078022159
Author: Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher: McGraw-Hill Education
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- This is a data structures and algorithms question. Question: What would be the optimal number of buckets to have with respect to runtime if you have n items?arrow_forward2.Last slide of WEEK 7 provides a useful summary of the different sorting algorithms. For each algorithm, provide an application from real life for which you think the particular algorithm might be the most suitable sort for that application. Take into account, the speed of the algorithm, the space the algorithm requires, stability, the size of the data in the problem, the speed of your computer, etc.arrow_forwardAnswer the question using bubble sort, enhanced bubble sort (this was the version presented in lecture), selection sort, and insertion sort. Thy has data that she suspects may already be sorted. Which sorting method should she NOT use and why?arrow_forward
- What is the difference between cloning and copying when it comes to data sets?arrow_forwardLists and Strings are considered sequences and as such they share many of the same operations (like, indexing, and slicing). Explain how lists and strings can be used together when processing text data, and describe the solution of one of the problems from the assignment that illustrate their use.arrow_forwardplease provide orignal solution.3. Big-O Dating Game. Match each data structure with the correct desired behavior so that each algorithm achieves its best Big-O (runtime efficiency). Feel free to justify each match. Structure A: I'm the kind of algorithm who wants a data structure that isn't slow minded. When I ask it a question, I expect my data structure to be able to find the answer quickly and efficiently, but I don’t need to keep my data in any particular order. (What data structure would be appropriate in a find-heavy algorithm?) Structure B (2): I like to keep things tidy. I like it best when everything is in its rightful place and would like to meet a data structure that isn't going to make that difficult. (What data structure would be appropriate for an algorithm that needs to maintain the ordering of my data?)arrow_forward
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