Question: Recall the ( worst - case ) linear - time divide - and - conquer algorithm for finding the kth smallest of n reals, where

Recall the (worst-case) linear-time divide-and-conquer algorithm for finding the kth smallest of n reals, where we used groups of size 5. Suppose that we use the same algorithm but with groups of size g for some positive integer constant g. Derive the recurrence relation for this algorithm as a function of n and g

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