# solving implicit equation

Hi experts!

I want to resolve the equation: $A.sin(x)=B.(C-x)$

where A, C and B are constants, $0\leq x\leq \pi $, $A$ and $B$ are fixed, and $0\leq C\leq \pi $.

I want to obtain the analytic solution, $x=f(C)$, (if exist) for different values of $C$ and if only implicit solution exist, obtain the curve and and table with the values of:

$ x$ vs. $C$

How can I do that?

Waiting for your answer.

Thanks a lot!