Stone's model for gravity segregation in gas improved oil recovery (IOR) indicates the distance that injected gas and water travel together before the segregation being completed (length of complete segregation). This model is very useful for co-injection of water and gas into horizontal depleted reservoirs. A proof by Rossen and van Duijn showed that Stone's model applies to steady-state gas-liquid flow, and also foam flow, in horizontal reservoirs as long as the standard assumptions of fractional flow theory (incompressible flow, Newtonian mobilities, local equilibrium) are applied. However, until now, there has been no analytical study on the length of segregation when co-injection of water and gas occurs in tilted reservoirs. In this article, in order to extent the validity of Stone's model to tilted reservoirs, governing equations of fluids displacement based on fractional flow theory are solved by the method of characteristics, MOC. The results are then compared to Stone's model and to the results of a three-dimensional finite-difference compositional reservoir simulator. This study shows that Stone's model should be corrected for tilted reservoirs and that the presented math proof can model gravity segregation in gas IOR of tilted reservoirs, appropriately. The effect of co-injecting of water and gas into tilted reservoirs on recovery efficiency is also examined.