W=2PR/R-r, solve for R
\(W=2 \dfrac{PR}{R} -r\) \(W=\dfrac{2PR}{R} -r\) \(W+r= \dfrac{2PR}{R}\) \(Add \ r \ to \ both \ sides\) \((W+r)R=2PR\) \(Multiply \ both \ sides \ by \ R\) \(R= \dfrac{2PR}{W+R}\) \(Divide \ both \ sides \ by \ W+r\)