The question is as follows:
The equation $\tan\theta = 0.9004$ has infinitely many solutions. Find a way of describing all these values of $\theta$.
How is it possible to describe those infinite solutions generally? Please explain so that an Alg II/Trig student in high school can understand it. Any help will be appreciated.
For $\tan \theta = k$, the general solution will be $$\theta = \arctan k + \begin {cases} 180n & \text {$k$ in degrees, $$n$ \in \mathbb {N}$} \\ \pi n & \text {$k$ in radians, $$n$ \in \mathbb {N}$} \end {cases}$$