 Suppose that \(h \amp r \amp w\) is the whole truth about the weather. Following Hilpinen, we might consider overall distance of a propositions from the truth to be some function of the distances from actuality of two extreme worlds. Let truth\((A)\) be the truth value of \(A\) in the actual world. Let min\((A)\) be the distance from actuality of that world in \(A\) closest to the actual world, and max\((A)\) be the distance from actuality of that world in \(A\) furthest from the actual world. Table 1 display the values of the min and max functions for some representative propositions.