O = 2πr ( r+h )  
O / ( 2 * π  ) = r * ( r + h )
r^2 + h * r = O / (  2 * π  )  | pq-Formel oder quadratische Ergänzung
r^2 + h * r + (h/2)^2 = O / (  2 * π  ) + (h/2)^2 
( r + h/2 )^2 = O / (  2 * π  ) + (h/2)^2   | Wurzel
r + h/2  = ±√ ( O / (  2 * π  ) + (h/2)^2  )
r = ±√ ( O / (  2 * π  ) + (h/2)^2  ) - h/2