Determine \Theta
for the
following code fragment in the average case. Assume that all
variables are of type "int".
sum = 0; if (EVEN(n)) for (i = 0; i < n; i++) sum++; else sum = sum + n;
\Theta(n)
\Theta(\log n)
\Theta(n^2 \log n)
\Theta(1)
\Theta(n^2)
\Theta(n \log n)
\Theta(n^3)
\Theta(2^n)
How much work is done by each branch of the if-then-else statement? Use the more expensive one.