Question: Elucidate recursive factorial pseudo code. Write its recurrence relation and compute its time complexity. (a)(ii) Consider the following function: foo (int n) ( S =

Elucidate recursive factorial pseudo code. Write its recurrence relation and compute its time complexity. (a)(ii) Consider the following function: foo (int n) ( S = @; for i = 1 ton S = Sii return(s); ) What does this function compute? (ii) How many times does the loop get executed? (iii) Suggest an improvement or a better algorithm with suitable assumptions. Justify how it saves computational time
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