The results of a numerical investigation of the problem of two-dimensional, steady, incompressible, laminar natural convection with surface radiation from a partially heated bottom wall of closed cavities are reported. The governing equations, written in vorticity-stream function form derived from primitive variable N-S equations, are solved using Finite Volume Method. Results are presented for various parameters in the range of Ra = 10 3 -10 6 , A = 1-4, W = 0.25-1, ε = 0.05-0.8. For surface radiation calculations, radiosity-irradiation formulation has been used. Based on numerical data, correlations have been developed for convective as well as radiative heat transfers. Results show that Nusselt number increases with the increase of heated bottom part ratio and decreases with the increase of aspect ratio.