Given an unsorted array. The array has this property that every element in the array is at most k distance from its position in sorted array where k is a positive integer smaller than the size of the array. Which sorting algorithm can be easily modified for sorting this array and what is the obtainable time complexity? (A) Insertion Sort with time complexity O(kn) (B) Heap Sort with time complexity O(nLogk) (C) Quick Sort with time complexity O(kLogk) (D) Merge Sort with time complexity O(kLork)

What does it mean by "entries" in this context? I still do not understand why sorting is not needed. If we sort all the books according to the publisher name, wouldn't it be faster to count how many books are pulished by each publisher? The answer states we need a "counter", but when you go through the entries for each of the keys, don't we need to have 30 counters in total? (each counter is associated with one pulbisher. In other words, when a book pulisher matches with one of the keys, shouldn't it increment the counter variable associated with that pulisher?) Please clarify questions reagrding the answer

Write the AHDL code to implementthe following logic function by using TABLEconstruct.

data structure and algorithm