Determine the number of distinct items

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Reference no: EM133389638

Use the Random class to create a list (System.Collections.Generic.List) with 10,000 random integers in the range [0, 20,000] (give or take a few hundred in that range is fine). Then determine how many distinct integers are in the list with 3 different approaches. Also, have them run in the order listed below. Do not change the order.

To be clear: You are not allowed to use ready implementations of Distinct. A note on what you're doing: you're taking an array of numbers and conceptually just removing duplicates and counting
how many are left. If the input array was {1,1,3,5,6,6,7,7,7,9} then the distinct number set is {1,3,5,6,7,9}, implying 6 distinct numbers.

Question 1. Do not alter the list in any way and use a hash set to determine the number of distinct integers in the list. The result will be included in the output, which is discussed more below. Also, include in the output information about the time complexity of this method. Be careful with this and describe how you determined it.

Question 2. Do not alter the list in any way and determine the number of distinct items it contains while keeping the storage complexity (auxiliary) at O(1). This means that you cannot dynamically allocate any memory. If you have an algorithm that would require more storage if the list had more items, then it is not O(1) storage complexity. Moreover, you cannot allocate additional lists, arrays, or containers of any sort.

Question 3. Sort the list (use built-in sorting functionality) and then use a new algorithm to determine the number of distinct items with O(1) storage, no dynamic memory allocation, and O(n) time complexity. Do not alter the list further after sorting it. Determine the number of distinct items in O(n) time (not including the sorting time, which you can ignore), where n is the number of items in the list.

Reference no: EM133389638

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