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Leno4ka [110]
2 years ago
14

Edra kinsman is the sales manager for narbonne suites hotel chain, which has locations in washington, oregon, idaho, and montana

. edra is using multiple worksheets to summarize sales data by state. break the external link in the worksheet, so that the formulas in the range b4:b7 of the manager information worksheet are replaced with static values. then switch to the manager information worksheet.
Computers and Technology
1 answer:
inysia [295]2 years ago
3 0

To summarize and present the findings from multiple worksheets, combine the data from each worksheet into a single worksheet.

<h3>Describe a worksheet?</h3>

In Excel documents, a "worksheet" is a collection of cells organised into rows and columns. Data consolidation enables the fusion of data from multiple worksheets into a single master worksheet.

In other words, you can quickly update a single worksheet by using the Data Consolidation tool to combine data from multiple worksheets or workbooks.

Thus, To summarize and present the findings from multiple worksheets

For more details about worksheet, click here:

brainly.com/question/27957051

#SPJ1

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(e) unordered_map<string, unordered_set<int>>

The outer unordered_map is a hash table, so to search the course c it would take constant time O(1). and once we have the course and its unordered_set , which is again a hash table so to serach the student s it would take constant time O(1).So total time is O(1), constant.

(f) map<string, set<int>>

The outer map is a binary search tree, so to search the course c it would take logC time and once we have the course and its set, which is a binary tree, to list the ids in sorted order we need to do an inorder traversal of the tree that would take O(S) time.So total time is O(logC+S)

(g) unordered_map<string, unordered_set<int>>

The outer unordered_map is a hash table, so to search the course c it would take constant time O(1). and once we have the course and its onordered_set , which is another hash table, to list the ids in sorted order we need to loop through all elements in the hash table which takes O(S) time and sort them using any sorting algorithms or else construct another container set<int> that takes O(SlogS) time. So total time is O(SlogS).

(h) unordered_map<string, set<int>>

The outer unordered_map is a hash table, so we loop through each course in it and do search for the student s in its set<int>, which is a binary search tree, if found we print the course else not. The search takes logS time for each course, so total time is O(ClogS).

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