Question: Consider the O(n^1.59)-time divide-and-conquer algorithm to multiply the integers 41 and 28 (n = 6). Please provide the binary representations of the two input numbers.

Consider the O(n^1.59)-time divide-and-conquer algorithm to multiply the integers 41 and 28 (n = 6). Please provide the binary representations of the two input numbers. Also, include the three pairs of numbers that would be fed to the recursive calls made by the root call. There are 8 numbers total. Yeah a recursive approach

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