Ogunbanjo, A. M.Arawomo, P. O.2023-03-212023-03-2120200974-3243ui_art_ogunbanjo_oscillation_2020Advances in Differential Equations and Control Processes 22(2), pp. 109-119http://ir.library.ui.edu.ng/handle/123456789/8111We employ the averaging functions, conformable fractional derivative and some inequalities to establish new oscillatory behaviour of the solutions of fractional differential system with a forcing term. The results obtained here extend and improve on some existing results. Examples are also given to show the validity of our results.enOscillation criteria for a nonlinear conformable fractional differential system with a forcing termArticle