The　present　communication　is　designed　to　elucidate　the　flow　attributes　of　micro-polar　non-Newtonian　liquid　over　stretching/shrinking　surfaces.　In　addition,　we　have　observed　the　stagnation　aspect　along　with　the　velocity　slip　condition　on　the　momentum　field.　The　Fourier　law　of　heat　conduct,　along　with　a　physical　aspect　of　stratified　and　heat　generation　absorption,　are　then　used　to　model　the　temperature　equation.　The　Buongiorno　nanofluid　model　is　used　to　study　additional　transport　features.　After　a　discussion　of　PDEs　using　similarity　transformation,　mathematical　formulations　of　the　given　problem　are　supported　in　the　form　of　an　ordinary　differential　system.　The　solution　of　modeled　governing　equations　containing　physical　effects　is　simulated　by　using　the　shooting　method　in　conjunction　with　RK-　Method.　The　significant　effects　of　flow　parameters　that　are　associated　with　velocity,　temperature,　and　concentration　distribution　for　low　and　upper　branch　solutions　are　revealed　through　graphs　and　tables.　Quantities　of　engineering　concerns　like　skin　friction　coefficient　and　Nusselt　number　are　also　compared　with　previous　results　of　critical　values.　Furthermore,　it　should　be　considered　that　as　the　micro-pole　parameters　are　increased,　the　local　skin　friction　coefficient　and　the　local　Nusselt　number　amplitude　also　rise.