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Li LUAN eiAO DMt DAY H9C DAM BAO CHAT LlTdNG CHlTtiNG T R I N H GIAO DUC CHO HOC SINH KHUYETTArHtiTIIEHQC HOANHAPdHEU HOC PGS TS NGUYEN XUAN H A I '''' Chi/Png trinh giao due (CTGD) la mdt trong cac nhan[.]
Li LUAN eiAO DMt - DAY H9C DAM BAO CHAT LlTdNG CHlTtiNG T R I N H GIAO DUC CHO HOC SINH KHUYETTArHtiTIIEHQC HOANHAPdHEU HOC PGS TS N G U Y E N X U A N H A I ' C hi/Png trinh giao due (CTGD) la mdt cac nhan td quan gdp phan dam bao chat li/Png giao due (CLGD) ndl ehung, hpc sinh (HS) khuyet tat tioc hoa nhap ndi rieng Giao due hoa nhap (GDHN) hien da trdthanh chinh sach qudc gia va chinh thde di/Pc thuc hien doivdi cap tieu hoc -cap hpc nen tang ciJa hethd'ng giao due qudc dan han 10 nam qua dnudc ta HS khuy^ tat tri tue(KTTT) la mpttrong nhdng dang HS gap phai nhung vEtfi de khd khan nhat hpc tap cadnha tn/cffig, Idp hpc hoa nhap va mdita/cmg giao due chuyen biet Ben canh dd, sd'hPn 400.000 HS khuyet tat hien dang hpc hoa nhap tai cac CP SP giao due mam non,lieu hpc vampt so It dang hpc dcae CEp hgc cao hPn thi HS KTTT chiem gan 70% (1) Nghien cdu ve CLva dam bao chat lupng (CL)GDHNchoHS KTTTchidupctfiuc suquan tam ttidi gian gan day Chatlu'pngGDHNHSKTTTdu'pchilulatongthe CL hay st/hpp CLcac td'cua toan bdqua trinh GDHNtrong nha trudng dirpc thehien ket qua su phattrien cua HS KTTT {2) Bai viet decap mpttrong cac nhan td'CL cua qua trinh nay, ddia CTGD, cuthela lam thenao dedam bao CL CTGD cho HS KTTT hpc hoa nhap dtieu hpc (dam bao CL CTGD aben cua nha truang), g ^ phan thuc day thac hien GD H N HS KTTT bdi eanh dd'i mdi giao due thdng hi^nnaydni/dcta 1, Cac khai niem CO ban Khuyet^ttritue^ khai niem dupe sudung tUPng dSthongnhaltrong ifnh vucgiaoducdaebietphau het cacquocgia tren thegidivadnupcta.Theodd, KTTT dupc xac