Why is it necessary to read two sorted lists simultaneously when combining them using a binary search and ranking algorithm?
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- Why is it necessary to read two sorted lists at the same time when using a binary search and ranking based algorithm to merge them?Why is it required to read two sorted lists at the same time when merging them using a binary search and ranking algorithm?Suppose the keyword sequence to be sorted is {12, 2, 16, 30, 28, 10, 16*, 20, 6, 18}, and try to write the status of the keyword sequence after each sorting using the following sorting algorithms: Merge sorting
- Is it better to utilize sequential search than binary search? What are the pros and cons, if any?How should sequential and binary search methods be used?For tracing binary search algorithm, use list={11,15,2,4,1} and key=4 for selection sort. A table with four columns (low, high, mid, and call) should be used.
- subject: data structure and algorithms Q: Suppose a list of 650 elements is sorted using Bubble sort i. What is the total number of Passes?ii. What is the total number of steps in all Passes?iii. What is the number of steps in Pass# 34, Pass# 134 and Pass# 434?what are sort algorithms ?Rankings of Algorithms Find out how much time is required for the algorithm to complete a binary search. Please provide explicit guidance.