Question: Write a recurrence relation describing the WORST CASE running time of each of the following algorithms. Justify your solution with either substitution, a recursion tree,

Write a recurrence relation describing the WORST CASE running time of each of the following algorithms. Justify your solution with either substitution, a recursion tree, or induction. Simplify your answer to (n^k ) or (n^k log(n)) whenever possible. If the algorithm takes exponential time, then just give exponential lower bounds.

Write a recurrence relation describing the WORST CASE running time of each

4: 1: function Func(Al,n) 2: if n

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