The　combined　quasineutral　and　inviscid　limit　for　the　Vlasov-Poisson-Fokker-Planck　(VPFP)　system　is　rigorously　derived　in　this　paper.　It　is　shown　that　the　solution　of　VPFP　system　converges　to　the　solution　of　incompressible　Euler　equations　with　damping.　The　proof　of　convergence　result　is　based　on　compactness　arguments　and　the　so-called　relative-entropy　method.