use summation to analyze the running time (i.e. T(n)) of these functions and able to find some simple function f(n) such that T(n) = Θ(f(n)). show the steps, please (h) FuncH(n) s = 0 i = 1 while (i


use summation to analyze the running time (i.e. T(n)) of these functions and able to find some simple function f(n) such that T(n) = Θ(f(n)). show the steps, please



(h) FuncH(n)<br>s = 0<br>i = 1<br>while (i < n) do<br>for j = 1 to n do<br>i = i+ 1<br>s = s+i+j<br>(f) FuncF(n)<br>s = 0<br>for i = 1 to n do<br>for j = i to n² do<br>for k = j to n³ do<br>return s<br>3<br>s = s +i+j<br>return s<br>

Extracted text: (h) FuncH(n) s = 0 i = 1 while (i < n)="" do="" for="" j="1" to="" n="" do="" i="i+" 1="" s="s+i+j" (f)="" funcf(n)="" s="0" for="" i="1" to="" n="" do="" for="" j="i" to="" n²="" do="" for="" k="j" to="" n³="" do="" return="" s="" 3="" s="s" +i+j="" return="">

Jun 07, 2022
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