Find the general solution of `(1-2 cos theta)^(2)+(tan theta +sqrt(3))^(2)=0`.

Explanation

To find the general solution of the equation

\[ (1 - 2 \cos \theta)^2 + \left(\tan \theta + \sqrt{3}\right)^2 = 0, \]

we will follow these steps:

### Step 1: Analyze the equation
The equation consists of two squared terms. Since squares of real numbers are always non-negative, both terms must be equal to zero for their sum to equal zero.