Simplify: \frac{2\sin{x}+1}{\sqrt3 - 2\cos{x}} What I've come to thus far (by multiplying with \frac{\sqrt3 + 2\cos{x}}{\sqrt3 + 2\cos{x}} and \frac{2\sin{x}-1}{2\sin{x}-1}) is \frac{\sqrt3 + 2\cos{x}}{2\sin{x}-1} :x Oh, not to forget, the...