The　study　of　entanglement　between　discrete　and　continuous　variables　is　an　important　theoretical　and　experimental　topic　in　quantum　information　processing,　for　which　entanglement　swapping　is　one　of　the　interesting　elements.　Entanglement　swapping　allows　two　particles　without　interacting　with　each　other　in　any　way,　to　form　an　entangled　state　by　the　action　of　another　pair　of　entangled　particles.　In　this　paper,　we　propose　an　experimentally　feasible　scheme　to　realize　deterministic　entanglement　swapping　in　the　hybrid　system　with　discrete　and　continuous　variables.　The　process　is　achieved　by　preparing　two　pairs　of　entangled　states,　each　is　formed　by　a　qubit　and　two　quasi-orthogonal　coherent　state　elements　of　a　cavity,　performing　a　Bell-state　analysis　through　nonlocal　operations　on　the　continuous　variable　states　of　the　two　cavities,　and　projecting　the　two　qubits　into　a　maximally　entangled　state.　The　present　scheme　may　be　applied　to　other　physical　systems　sustaining　such　hybrid　discrete　and　continuous　forms,　providing　a　typical　paradigm　for　entanglement　manipulation　through　deterministic　swapping　operations.