Insert suggestion in binary

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Aug 6th, 2022
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How to insert suggestion in binary

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hey guys welcome or welcome back to my channel so today we are going to discuss another problem problem is search suggestion system so in this problem we are given area of strings products and a string search word design a system that suggests at most three product names from products after each character of search word is typed suggested products should have common profi prefix with the search word if there are more than three products with a common prefix return the three lexographically minimum products return a list of list of suggested products after each character or search word is typed okay so see what does this mean letamp;#39;s take this test case so in this test case what we have right uh these us different strings right these are strings which is given to us so what we need to do right we have to these are some products right these are some products we have we are also given a search word right in the input only a search word is given so if you see here the search word is

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Binary insertion sort is a sorting algorithm which is similar to the insertion sort, but instead of using linear search to find the location where an element should be inserted, we use binary search. Thus, we reduce the comparative value of inserting a single element from O (N) to O (log N).
Sorted elements The elements for a linear search can be arranged in random order. It is not mandatory in linear search that the elements are arranged in a sorted order. On the other hand, in a binary search, the elements must be arranged in sorted order.
Binary insertion sort employs a binary search to determine the correct location to insert new elements, and therefore performs log2 n comparisons in the worst case. When each element in the array is searched for and inserted this is O(n log n).
Case 1: When the data is not sorted, a Sequential Search will be more time efficient as it will take O(n) time. A Binary Search would require the data to be sorted in O(nlogn) and then searched O(logn). Therefore, the time complexity would be O(nlogn) + O(logn) = O(nlogn).
Binary insertion sort works efficiently when the array has a low number of elements. While performing quicksort or merge sort, when the subarrays size becomes small (say
Binary sorts are a class of algorithm in which the contents of a data structure (array, list, tree ) are sorted by progressive halves (or at least 2 divisions of the previous stage which arent necessarily equal in size).
⭐The time complexity of binary insertion sort in the average and worst case is O(N2). While for the best case, the time complexity will be O(NlogN). It is because the num of comparisons for inserting one element is O(log N), and for N elements, it will be O(NlogN).

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