This article analyses the numerical flow of three-dimensional of an electrically conducting, incompressible, and slip has been used to study viscous nanofluid flow, motion of Brownian, and effects of thermophoresis. This study was executed in the presence of Brownian motion ,slip and thermophoresis effects. When a magnetic field is produced, a surface that can be stretched and is permeable that also induces flow can conduct electricity. Through the use of the essential modifications, system of partial differentials that is not linear may be turned into system of an ordinary differential. After completing any necessary transformations of self-similarity, the governing equations are next subjected to a numerical solution with the assistance of the finite element method. Graphs are applied in the process of explaining the effect that the non-dimensional regulating factors have on velocity, temperature,and concentration profiles. Calculating and displaying the skin-friction coefficients, Sherwood number, and Nusselt number may all be done with the help of tables. The latest results, it is determined, display a significant deal of consistency with the conclusions of the earlier examinations, notwithstanding some unique situations