Question: please provide a pseudocode for the three way merge sort. Let T(n) = 3n log, n + 4n - 2. To prove T(n) = O(n

please provide a pseudocode for the three way merge sort.

Let T(n) = 3n log, n + 4n - 2. To prove T(n) = O(n log, n), find constants c > 0 and k > 0, such that T(n) Sen log, n, when n k no Show the process how you derive such constants c and k. 4. (20 points) Assume that the standard recursive merge-sort algorithm MERGESoker is modified such that the input list is split into three, instead of two, sublists, of equal length. Derive & recurrence for its time function T(n) including a base case. You may assume n is always a on + power of 3. 2 3 4 5 6 IT

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