Q3. Compute the complexity (O-big notation) of the following algorithms and explain the result mathematically. a. while (n> 1) { if (ODD(n)) //function ODD(n) of constant complexity that returns true if n is odd, // otherwise returns false i = 3 * n + 1; else for (i=1;i

PYTHON! Can someone explain this recursion problem? In my mind the ouput would be 19 because: 1st step: R(5) = -1 because (5-1)-5 then returns to top with -1 and since that is less than zero it returns 20 but subtracts the -1 it returned def R(n): if n<=0: return 20 return R(n-1) - n print(R(5))

help pleaseee

Please help with this question. Your assistance is greatly appreciated.

Find the Time Complexity and The Space Complexity

Find the space complexity of the following code fib(int n) { if (n <= 1) return n; return fib(n-1) + fib(n-2); }

Use Master Therom to determine the complexity of the following:

Can someone explain how the output of this recursive function is 18? Recursion is confusing to me. def R(n): if n>=5: return 10 return R(n+1) + 2 print(R(1))

Hello, hope you're having a great day. Can you please help me do exercise 1, 2 and 3 please? Thank you!

Can someone explain how this recursive function output is 12? Recursion is hard for me def R(n): if n>=5: return 2 return R(n+1) + 2 print(R(0))