Yay, got nerd sniped with another math problem. I made it a smidge more difficult than it should've been, but I'm happy that I got the correct answer eventually.

The problem: Given `1 / tan(x) = tan(1 / x)`, solve for `x`.

#math #nerdsnipe

Went a bit overcomplicated on this one, but eventually got to the right place. Had to remember that when cosine is zero it's periodic every `pi * n` radians, not `2 * pi * n` radians. Also, would've been much easier had I just remembered the relationship between tangent and cotangent...either way, counting this as a win.