Consider a binary max heap data structure H with n elements that supports the operations insert and extract_max. Recall that the actual cost of one insert is O(log(n)) and the actual cost of extract_max is O(log(n)). What potential functions P(H) would yield an amortized cost of insert of O(log n) and the amortized cost of extract-max of O(1)?

answer: 2 min

explanation:

they run fast

solution:

bookmark is a word, symbol, image, or other object that links you to another element in another location.

bookmark is a saved shortcut that directs your browser to a specific webpage. it stores the title, url, and favicon of the corresponding page. saving bookmarks allows you to easily access your favorite locations on the web.

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