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Dynamic Tables Analysis - Whenever the array becomes full, creates a new larger array and copies...

Dynamic Tables Analysis - Whenever the array becomes full, creates a new larger array and copies all elements to it. Instead of doubling the size, changes the size from n to n + ⌈√n ⌉. This way, the amount of wasted space is O(√n) instead of O(n). What is the total running time for a sequence of n Increment-Sizes, starting with an array of size 1? Express your answer using notation.

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