(Solved) : Write Recurrence Relation Describing Worst Case Running Time Following Algorithms Determin Q44154781 . . .
Write a recurrence relation describing the WORST case runningtime of each of the following algorithms and determine theasymptotic complexity of the function defined by the recurrencerelation. Justify your solution using either substitution, arecursion tree or induction. You may NOT use the Master theorem.Assume that all arithmetic operations take constant time. Simplifyand express your answer as Θ(n^k ) or Θ(n^k (log n)) whereverpossible. If the algorithm takes exponential time, then just giveexponential lower bounds.
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func6(A.n) * A = array of n integers i if (n <30) then return A[1]; 2i+9; 300; 4 while i<n-1) do 5 for 1 + 1 to n/2 do | A[j] + A[2] – A[i]; 7 end 8 +2+ func6(A, n-i); in 2* i; LO end 1 return (C); Show transcribed image text func6(A.n) * A = array of n integers i if (n
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