2001 Problem!

Algebra Level 4

\[f \left( \frac 1{2001} \right) + f \left( \frac 2{2001} \right) + f \left( \frac 3{2001} \right) +\cdots + f \left( \frac {2000}{2001} \right) \]

Let \(f(x) = \dfrac 2{4^x+2} \) for real numbers \(x\). Evaluate the expression above.

×

Problem Loading...

Note Loading...

Set Loading...