A Note on Randers Metrics of Scalar Flag Curvature Some families of Randers metrics of scalar flag curvature are studied in this paper. Explicit examples that are neither locally projectively flat nor of isotropic $S$-curvature are given. Certain Randers metrics with Einstein $\alpha$ are considered and proved to be complex. Three dimensional Randers manifolds, with $\alpha$ having constant scalar curvature, are studied. Keywords:Randers metrics, scalar flag curvatureCategories:53B40, 53C60