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Một số biện pháp nâng cao hiệu quả hoạt động giáo dục kĩ năng sống tại các trường trung học cơ sở ở thành phố hồ chí minh

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Tgp chi KHOA HOC DHSP TPHCM Huynh LSm Anh Chirong ^ T H y c TRANG QUAN LI HOAT DONG GIAO D y C Kl NANG SONG CHO HOC SINH TAI CAC TRl/CJNG TIEU HOC 6 THANH PHO HO CHI MINH HUYNH l AM ANH CHUaNG TOM TAT[.]

Tgp chi KHOA HOC DHSP TPHCM ^T H y c Huynh LSm Anh Chirong TRANG QUAN LI HOAT DONG GIAO D y C Kl NANG SONG CHO HOC SINH TAI CAC TRl/CJNG TIEU HOC THANH PHO HO CHI MINH HUYNH l_AM ANH CHUaNG TOM T A T Bdi viet trinh bdy kit qud khdo sdt thuc trgng qudn li hogt dgng gido due kT ndng sdng (HDGDKNS) cho hgc sinh (HS) a 20 truang tiiu hoc tgi Thdnh phd Ho Chi Minh (TPHCM), dong then de xudt edc biin phdp nhdm ndng cao hieu qud qudn li hogt dgng ndy Tdr khda: quan li, quan li boat dgng giao due kt nang sdng, hgc sinh tieu hgc ABSTRACT The reality of managing life skill education for primary school students in Ho Chi Minh City The article presents the results of the survey of the reality of managing life skill education for students of 20 primary schools in Ho Chi Minh City as well as suggests some solutions to improve management quality Keywords: management, management of life skill education, primary school students D|lt van de Qudn li HDGDKNS cho HS tai edc trudng tieu hge Id mgt ngi dung cdng tde quan li ciia hieu trudng trudng tifiu hgc Hien nay, qudn li HDGDKNS cho HS tai cdc trucmg tieu hgc da dat dugc nhGng ket qud nhdt dinh nhdn thuc vd hanh dgng cua cdn bg quan li (CBQL), gido vien (GV), nhan vien (NV), cha me HS va cac lye lugng gido dye khac Tuy nhien, qudn ii HDGDKNS cho HS tai cdc trudng tieu hge hien vdn cdn nhieu ban che ve ca so li luan lan thuc tien, vi vdy cdn dugc tiep tyc nghien ciiu nhdm ndng cao hieu qud qudn li vd thuc hi?n tdt muc tieu GDKNS cho HS Thye trang quan li ho^t dgng giao d^c kl nang song cho hgc sinh cac trirdug tieu hgc d Thanh Ho Chi Minh Tim hieu thyc trang qudn li HDGDfCNS cho HS tai 20 trudng tieu hgc d TPHCM bdng viec su dung phieu hdi vdi mdu gdm 702 CBQL, GV, NV Khao sat thuc trang tap trung vdo nhdm cdng viec ung vdi chiic ndng quan li vd khia canh: muc thuc hien thudng xuyen vd mue dg hieu qud cua tung cdng viec ey the cac nhdm Cdc ket qud phan tich dugc trinh bay theo nhdm: y kiin ciia CBQL, ciia GV, NV vd tdng hgp chung^ toan mau He so tuong quan Pearson dugc su dung de tim hieu su tuang quan giua miic thudng xuyen va muc hieu qua cua cdc cong viec quan li; tim hieu tuang quan giua cac thu hang miic thudng xuyen vd hieu qua cua cdc cdng viec mdi nhdm 2.1 Ddnh gid chung thtrc trgng qudn ii hoat dgng gido due kT ndng song cho hoc sinh tieu hgc & Thdnh Ho Chi Minh (xem bdng 1) NCS, Tru-d-ng B?! hpc Su- phgm TPHCM 57 SS 62 nam 2014 Tap chi KHOA HOC OHSP TPHCM Bang Mire dp thudng xuyen vd hieu qua cua cong tdc qudn li Chirc nang quan li Dot tnffng khao sat Xay dirng ke CBQL boacb GDKNS GV,NV cho HS * Chung CBQL Cong tac to chirc GV,NV va chi d^o Chung CBQL Kiem tra GV,NV va danh gia Chung CBQL Quan 11 GV,NV cac dien IdcD Chung CBQL Cdng viec quan li GV,NV noi chung Chung Miircd9 thuvug xny^D Thii Trung binh h?ng 1,658 1,625 1,630 1,591 1,560 1,565 1,503 1,551 1,543 1,441 1,460 1,457 1,588 1,561 1,565 Bang cho thiy: Ve miic thuong xuyen, xet tren toan mau, chue nang quan li diu dugc thuc hien miic thucmg xuyen theo thii tu tir cao xuong thap la: xay dung kd hoach, to ehuc va chi dao, kilm tra va danh gia; cac trj s6 trung binh (TB) tir 1,54 din 1,63 (tir 1,5 iin duoi 2,5) Nhom chirc nang quan li cac dilu kien dugc thuc hien it thuong xuyen hon, TB=1,46, gan vol miic thucmg xuyen Khong CO su khac biet danh gia giOa CBQL va GV, NV (cac chi s6 chenh lech dilm TB la khong dang kl, duoi 0,05) Ve hieu qua, xet tren toan mlu, ba chiic nang quan 11 dugc danh gia co hieu qua theo thii tu tir cao xudng thjp la: xay dung ke hoach, kiem tra va danh gia, t6 chiic va chi dao (cac tri s6 TB tir 1,57 din 58 HDGDKNS Thil hang TQ Pearson C6ynghTa4 xac suat 1% 0,757 0,S02 0,766 0,762 Mire &g hieu qua Trung binh 1,736 1,702 1,707 1,616 1,541 1,553 1,517 1,562 1,555 1,481 1,440 1,446 1,548 1,549 1,549 0,815 1,71) Nhom cong viec quan li cac dieu kien dugc danh gia it hieu qua hon (TB=1,45), gin vol miic hieu qua Khong CO su khac biet danh gia giua CBQL va GV, NV (cac chi s6 chenh lech dilm TB la khong dang kl, duoi 0,1 va o ciing mgt miic danh gia) Trong hing chiic nang quan li, kiem nghiem he s6 tuong quan giOa TB miic thuang xuyen va mire hieu qua cho thiy co hrong quan mire y nghla 1%, tri s6 hrong quan kha cao, cac tri s6 diu tren 0,75 Co sir th6ng nhdt cao danh gia cua CBQL va GV, NV Cac y kiln cho rang cac chiic nang quan li HDGDKNS cho HS dugc thurc hien thuang xuyen va CO hieu qua 2.2 Xay dung ke hoach hogt dpng gido dfic kt ndng song cho hpc sinh tiiu hpc or Thanh HS Chi Minh (xem bdng 2) Tap chi KHOA HQC DHSP TPHCM Huynh Lam Anh Chirmtg Bang Mire dp thudng xuyen vd hieu qud cda xdy dung ki hogeh HDGDKNS cho HS Xay dvng ke hoach GDKNS cho HS Tim hi6u nhu cau va phan ti'ch thiic tr^ng cua tnrcmg ve GDKNS cho HS NSm viJng nhung quy dinh va y6u cau cua cap tren v6 GDKNS cho HS Xac djnh miic dich va npi dung GDKNS Xac djnh hinh thirc va phuong phap th^rc hi?n Xac djnh thdi gian, kinh phi, cac dieu ki$n can thiet Xdc djnh cac lire lut^g tham gia th\ic hi^n Xay dirng cac loai kl hojich GDKNS theo thai gian va cong vi?c Xay d ^ g tieu chi danh gia HDGDKNS Duy^t cac lo^i ke ho^ch Boi tirong CBQL GV,NV Chung CBQL GV.NV Chung CBQL OV.NV Chung CBQL GV.NV Chung CBQL GV.NV Chung CBQL GV.NV Chung CBQL GV, NV Chung CBQL GV, NV Chung CBQL GV.NV Chung Mire thn&ng xuyen Thir Trung binh hang 1,69 1,58 W9 1,94 1,84 1,85 2,02 1,93 1,94 1,90 1,86 1,87 1,58 1,56 1,56 1,71 1,69 1,70 1,68 1,72 1,72 1,47 1,58 1,57 1,63 1,56 1,57 7 Mirc hieu qua TQ Pearson Thil hang Co y nghTa a xac suat 1% Trung binh 1,62 1,57 1,57 1,75 1,75 1,75 1,88 1,79 1,80 1,79 1,74 1,75 1,56 1,49 1,50 1,62 1,60 1,61 1,62 1,63 1,63 1,47 1,54 1,53 1,61 1,52 1,54 0,716 0,682 0,633 0,730 0,727 0,729 0,709 0,784 0,694 59 SS 62 nam 2014 Tap chi KHOA HOC DHSP TPHCM Bang cho thay: v l miic thuang xuyen, xet tren toan mau, tieu chi cu the nhom cong viec xay dung ke hoach dugc thuc hien o miic thuong xuyen (cac tri so TB til 1,56 den 1,94) Trong do, ba tieu chi dugc thuc hien thucmg xuyen hon la: xac dinh muc dich va ngi dung ciia HDGDKNS, xac dinh hinh thiic va phuong phap, nam viing cac quy dinh ve GDKNS cho HS; va ba tieu chi it dugc thuc hien thucmg xuyen hon la: tim hieu nhu cau va phan tich thuc trang cua trucmg vl GDKNS cho HS, xay dung tieu chi danh gia, xac dinh thoi gian, kinh phi va cac dilu kien can thilt cho hoat dgng Khong co su khac biet danh gia giua CBQL va GV, NV o timg cong viec cu thi (cac chi s6 chenh lech dilm TB la khong dang kl, khoang 0,1) - Ve miic hieu qua, xet tren toan mlu, tieu chi cu thi nhom cong viec xay dung kl hoach dugc danh gia a mirc hieu qua (cac tri s6 TB tir 1,50 din 1,80) Trong do, ba tieu chi dugc danh gia hieu qua hon la: xac dinh muc dich va n6i dung cua HDGDKNS, xac dinh hinh thirc va phuong phap, nSm vimg cac quy dinh ve GDKNS cho HS; va ba tieu chi dugc danh gia it hieu qua hon la: tim hieu nhu ciu va phan tich thuc tr?ng cua trucmg ve GDKNS cho HS, xay dmg tieu chi danh gia, xac dinh thai gian, kinh phi va cac dieu kidn can thiet cho hoat dong Khong co su khac biet danh gia giSa CBQL va GV, NV a timg cong viec cu thi (cac chi s6 chenh lech diem TB la khong dang kl, khoang 0,1) Trong timg tieu chi cu the, kiem nghiem he so tuong quan Pearson giiia TB miic thuofng xuyen va miic hjeu qua cho thay co tucmg quan mite y nghia 1%, tri so tucmg quan kha cao, cac tri so a gan 0,7 He so tucmg quan Spearman giiia cac thii hang miic thucmg xuyen va mirc hieu qua cua cong viec tren = 0,992 (a mirc XS y nghla 1%) Co su thong nhat cao danh gia cua CBQL va GV, NV, cac y kiln cho rang viec xay dung kl hoach HDGDKNS eho HS dugc thuc hien thucmg xuyen va CO hieu qua 2.3 Td chirc, chi dgo hogt dpng gido due kl nang sing cho hpc sinh tiiu hpc Thdnh phi Ho Chi Minh (xem bdng 3) Bdng Miic dp thudng xuyen va hieu qud ciia cong tdc ti chirc vd chi dgo STT Cong tac to chirc va chi dao Doi tuong Thanh lap Ban chi dao CBQL GV,NV HDGDKNS Chung Ra nhirng quyet dinh, CBQL quy djnh ve GV, NV HDGDKNS Chung 60 Mirc thvimg xuyen Thil Trung binh hang 1,20 1.24 1,23 14 1,44 1,43 1,43 11 Thil h?ng TQ Pearson Co y nghlai xac suat Hi 14 0,735 11 0,761_ Mti'c hieu qua Trung binh 1,28 1,32 1,32 1,44 1.45 1,45 T?p chi KHOA HOC OHSP TPHCM i 10 II 12 13 14 CBQL Tham miru y kien cap GV.NV trenve HDGDKNS Chung CBQL Xay d^mg co che bao GV.NV cao HDGDKNS Chung Phan cong cac bo phan CBQL ca nhan tham gia GV.NV GDKNS Chung Pho bien cac ke hoach CBQL GDKNS den GV, cac GV.NV bo phan Chung Quy djnh nhiem vy CBQL chile nang quyen lgi GV.NV ciia cac bp phan va ca Chung nhan tham gia Huong din GV CB CBQL NV nha truang thirc GV.NV hi?n kl hoach Chung T chirc tap huan, boi CBQL duang cho GV NV GV.NV nhiing kiln thllc ve Chung GDKNS To chirc giao luu hgc CBQL t9p kinh nghi?m GV.NV GDKNS Chung CBQL Giam sat vi^c thirc hi^n GV, NV ke ho^ch da de Chung CBQL Theo doi don doc GV,NV dpng vien GV va NV Chung Chi d^o vi|c 16ng CBQL ghep tich hpT) GDKNS GV.NV v^o giang d^y va cac ho9t dpng ctia nha Chung truang CBQL To chirc cac chuyen de GV.NV GDKNS cho HS Chung Huynh Lam Anh Chudng 1,48 1,47 1,48 1,36 1.39 138 1,63 1,53 1,55 1.84 1.74 1,75 1,50 1,44 12 1.51 1.51 1,51 1,39 1.42 1,41 1,58 1,54 1,55 1,78 1,69 1,70 1.47 1.45 0,709 13 0,753 0,735 0,677 10 1,45 11 0,772 1.88 1.74 1,76 1,53 1,48 1,76 1,69 1,70 1,56 1,56 0,717 1,48 1,56 0,689 0,714 0,741 0,744 1,88 0,710 1.74 1,60 1,62 0,688 1,45 1,32 1.37 1,36 1,59 1,57 1,57 1.89 1.70 1,73 2,28 1,96 2,01 1,69 1,52 1,55 13 ' 1,44 1,52 1,51 1,54 1,59 1,59 1,75 1,65 1,67 2.04 1.85 Chu thich' H$ so tuong quan SPEARMAN giua cde thu hang mue Thudng xuyen vd muc Hieu qud cua 14 cong viec tren = 0,945 (d muc XSy nghTa 1%) Tap chi KHOA HQC DHSP TPHCM Bang cho thay: Ve mirc thudng xuyen, xet tren toan mau: Cac viec dugc thuc hien thucmg xuyen (co tri so TB tren 1,5) theo thit tu tir cao xuong thap la: chi dao viec long ghep va tich hgp GDKNS vao giang day va cac boat dpng cua nha truong, huong dan GV va NV nha trucmg thuc hien ke hoach, bien cac kl hoach GDKNS den GV va cac bg phan, theo doi va dgng vien GV va NV, giam sat viec thuc hien ke hoach da de ra, to chiic cac chuyen dl GDKNS cho HS, phan cong cac bg phan va ca nhan tham gia GDKNS Cac viec khong dugc thuc hien thucmg xuyen, co TB duiii 1,5 la: tl chirc tap huan va boi duong cho GV va NV vl GDKNS, tham mim y kien cip tren vl HDGDKNS, quy dinh nhiem vu, chiic nang va quyen lgi cua cac bg phan va ca nhan tham gia, nhirng quylt dinh va quy dinh vl HDGDKNS, xay dung co ehl bao cao HDGDKNS cho HS, tl chirc giao luu va hgc tap kinh nghiem GDKNS, lap Ban chi dao HDGDKNS Khong CO su khac biet danh gia giira CBQL va GV, NV o timg cong viec cu thi (13/14 chi s6 chenh lech dilm TB la khong dang kl, khoang 0,1 va co 1/14 chi s6 chenh lech 0,32) Ve mirc hieu qua, xet tren toan 62 SS 62 nam 2014 mlu, chi CO tong so 14 cong viec dugc danh gia it hieu qua la: quy dinh nhiem vu va quyen lgi cua cac bg phan va ca nhan tham gia, nhirng quylt dinh ve HDGDKNS, xay dung co che bao cao HDGDKNS cho HS, lap Ban chi dao HDGDKNS Cac cong viec khac lai dugc danh gia la co hieu qua Khong CO sir khac biet danh gia giGa CBQL va GV, NV a timg cong viec cu the (13/14 chi so chenh lech diem TB la khong dang ke, khoang 0,1 va co 1/14 chi so chenh lech 0,2) Trong timg cong vide cu the, kiem nghiem he so tuong quan Pearson giiia TB miic thucmg xuyen va miic hieu qua cho thay co tuong quan a mire y nghia 1%, tri so tuong quan Idia cao, cac tri s6 gan 0,7 He s6 tuong quan Spearman giOa cac thil hang miic thuong xuyen va miic hieu qua cua 14 cong viec neu tren = 0,945 (a mirc XS y nghia 1%) Co sir thong nhat cao danh gia cua CBQL va GV, NV Cac y kiln cho rang da co nhieu eong viec vl t6 chiic va chi dao dugc thuc hien thucmg xuyen va CO hieu qua Tuy nhien, vin mgt s6 cong viec chua dugc thuc hien thucmg xuyen va it hieu qua 2.4 Kiim tra, ddnh gid hogt dpng giao due kl ndng sing cho hpc sinh tiiu hpc d Thanh phi Hd Chi Minh (xem bdng 4) Tap chi KHOA HOC DHSP TPHCM Hiiynh Lam Anh Chircmg Bang Mirc dp thuang xuyen vd hieu qud ciia congtdc kiem tra ddnhgid Cong iAc kiem tra, danh gia Doi tirong CBQL GV,NV Chung CBQL Xac djnh cac phuang GV,NV phap kilm tra Chung CBQL Thuc hien kiem tra djnh GV,NV ki, kilm tra dpt xuat Chung CBQL Pho bien cac tieu chi GV,NV danh gia Chung CBQL To chirc nh^n xet, tong GV.NV kit va rut kinh nghi?m Chung Khen thuang ca nhan va CBQL tap the CO ti'ch tot, GV.NV nhae nho, phe binh ca Chung nhan va t^p the chua tot Xac djnh npi dung kilm tra Mire thu-oTig xuyen Thil Trung binh hang 1.66 1.62 1,62 1.57 1,57 1,57 1,42 1,49 1,48 1,53 1,55 1,55 1,46 1,56 1,54 1,46 1.59 1,57 Mirc bieu qua TQ Pearson Trung binh 1,57 1,55 1,55 1.53 1,53 1,53 1,45 1,52 1,51 1,48 1.53 1,52 1,49 1,58 1,56 1,49 1.61 1,59 Thir hang Co y nghTa a xac suat 1% 0,725 0,765 0,669 0,731 0,732 0,755 C/iw thich: Khong co tuffng quan giira cdc thu hgng muc Thudng xuyen vd muc Hi$u qud cua viec tren (HSTQ Spearman=0,464) Bang cho thay: Ve mue thudng xuyen, xet tren todn mdu, eong viec dugc thuc hien thudng xuyen theo thu tu la: xdc dinh ndi dung kiem tra vd ddnh gid, xdc djnh phucmg phdp ddnh gia, Idien thudng va phe binh, phd bien tieu chi danh gid, hpp nit kinh nghi?m Viec kiem tra dot xudt hay dinh ki dugc thuc hi?n d muc it thudng xuyen Khdng cd s\r khdc biet ddnh gid giua CBQL vd GV, NV d tiing cdng vi?c cy thi (edc chi sd chenh l?ch dilm TB Id khdng ddng ke, khodng 0,1) Ve muc hieu qud, xet tren toan mdu, cac cong viec deu dugc danh gia d miic hieu qua, cdc tri sd TB ldn hem 1,50 Khdng cd sir khac biet danh gid giira CBQL va GV, NV d tiing cdng viec cu the {cac chi sd chenh lech diem TB Id khdng ddng ke, khodng 0,1) Trong tung cong viec cu the, kiem nghiem he sd tucmg quan Pearson gifta TB muc thudng xuyen vd muc hieu qud cho thay cd tuong quan d mtic y nghTa 1%, tri sd tuong quan kha cao, cac tri sd d gdn 0,7 Tiiy nhien, khong co tu-OTig quan giOa cdc thii hang mirc thudng SS 62 nam 2014 Tap chi KHOA HOC OHSP TPHCM xuyen va miic hieu qua cua cdc cong viec mirc thugng xuyen va co hieu qua tren, he s6 tuong quan Spearman = 0,464 2.5 Qudn li cdc diiu kiin hoat dpng (a miic XS y nghla %) giao due ki nang sing cho hpc sinh liiu CBQL va GV, NV cho ring cac hpc i Thanh phi HS Chi Minh (xem cong viec vl kilm tra, danh gia bdng 5) HDGDKNS cho HS dugc thuc hien a Bdng Miic dp thudng xuyen vd hieu qud cua viec qudn li cdc dieu kien STT Quan li cac dieu Iden Doi tirong Mire dd thuxmg xuyen Thu Trung binh h?ng CBQL Phan bo thcri gian danh GV.NV cho HDGDKNS Chung CBQL Phan bl kinh phi cho GV.NV hoat dong GDKNS Chung Ho trg ca sa vat chat, CBQL thiet bj va diing day GV.NV hpc cho hoat dong GDKNS Chung Trang bi tai lieu va CBQL phuang tien cho GV.NV HDGDKNS Chung CBQL Phat dong phong trao GV.NV thi dua GDKNS Chung 1.62 1.60 1,61 1.18 1.22 1,21 1,62 1,45 Mile hieu qua Trung binh 1,50 1.55 1,54 1.25 1.30 1,29 1,48 1.47 1,47 1,48 1,56 1,68 1,50 1,52 1,55 1,51 1,31 1,42 1,47 1,40 1,39 1,47 Chu thich: He so tuang quan SPEARMAN giira cdc thii hgng mirc mirc Hieu qud ciia cong viec tren = 0,975 (a mice XSy nghia 1%) Bang cho thay: Nhom cong viec dugc thuc hien thuong xuyen va co hieu qua gom: phan bo thoi gian, trang bj tai lieu va phuong tien cho HDGDKNS Nhom cong viec dugc thuc hien a mirc thinh thoang va it hieu qua gom: ho trg co so vat chit, thilt bl va dimg day hgc cho hoat dgng GDKNS, phat dong phong trao thi dua GDKNS, phan bo kinh phi cho hoat dgng GUKNS 64 TQ Pearson Thir hang Coyn^j 0,679 0,680 0,726 0,765 0,739 xac Slit IVg Thudng xuyen vo Trong timg cong viec cu thi, kilm nghiem he s6 tuong quan Pearson giiia TB mirc thucmg xuyen va mirc hieu qua cho thiy co tuang quan miic y nghla 1%, trj s6 tuong quan kha cao, cac tti so o gin 0,7 Ngoai ra, he s6 tuong quan Spearman giua cac thii hang miic thucmg xuyen va miic hieu qua ciia cong vi?c neu tren = 0,975 (6 mirc XS y nghla 1%) cho thiy co su tuang quan cao gitia cic [)^^ hang thucmg xuyen va hieu qua ciia Tap chi KHOA HOC OHSP TPHCM cong viec Co SV thong nhit cao danh gia cua CBQL va GV, NV Hg cho ring viec phin b6 thai gian, trang bi tai lieu va phuang tien cho HDGDKNS dugc thuc hien thucmg xuyen va co hieu qua Cac cong viec chua dugc thuc Men thucmg xuyen va it hieu qua la: ho trg co si? vat chit, thilt bi va d6 dimg day hgc cho hoat dgng GDKNS, phat dgng phong trao thi dua GDKNS, phan bo kinh phi cho hoat dgng GDKNS 2.6 Bipn phdp qudn li hogt dpng gido dfrc ki ndng sing cho hpc sinh tiiu hpc Thanh phi Hi Chi Minh Tit thuc trang quan li HDGDKNS cho HS tieu hgc o TPHCM, chiing toi de xuat mgt so bien phap nham nang eao hieu qua quan li HDGDKNS va chat lugng GDKNS cho HS cac trucmg tieu hgc 2.6.1 Ndng cao nhgn thirc ciia CBQL, GV, NV, cha me HS ve vai tro ciia HDGDKNS cho HS dii vdi qud trinh hinh thdnh nhdn edch ciia HS Giao due, tuyen truyen cho CBQL, GV, NV, cha me HS ve vi tri, vai tro, y nghia cua HDGDKNS cho HS; Quy djnh ro trach nhiem, nghia vu, quyln lgi cua CBQL, GV, NV, cha me HS HDGDKNS 2.6.2 Hodn thien viec xdy dung ke hogeh td chdc HDGDKNS cho HS tiiu hgc Tim hieu nhu cau cua CBQL, GV, NV, cha m? HS, HS vl GDKNS; Xac dinh thuc trang HDGDKNS ciia nha truang va nhirng nguyen nhan; Xay dung tieu ehi danh gia CBQL, GV, NV HDGDKNS; Huynh Ldm Anh Chtrcmg - Xac dinh thoi gian, kinh phi va cac dieu kien can thiet 2.6.3 Tdng cudng to chirc, chi dgo HDGDKNS cho HS tiiu hoc Thanh lap Ban chi dao HDGDKNS, quy dinh nhiem vu, chiic nang va quyln lgi cia cac bg phan va ca nhan tham gia HDGDKNS cho HS; Xay dung ea che bao cao (xay dung he thing thong tin) HDGDKNS cho HS; Tang cucmg phoi hgp giiia gia dinh va nha truang uong HDGDKNS cho HS; Phat huy su hgp tac gitra nha truong va cac co quan, to chirc kinh te, xa hgi dl thuc Men GDKNS cho HS; Tranh thu su huong dan va giiip da cua cap tren; To chiic tap huan, boi duOng, giao luu trao dli kinh nghiem GDKNS cho CBQL, GV, NV, cha me HS; Phat dgng phong trao thi dua GDKNS cho HS 2.6.4 Tdng cudng kiem tra, ddnh gid HDGDKNS cho HS Kiem tra, danh gia thucmg xuyen hon HDGDKNS cho HS ctia cac luc lugng giao due, dac biet la GV va cha me HS; • Ket hgp nhieu hinh thirc kiem tra va danh gia viec thuc hien GDKNS cho HS cua cac luc lugng giao due 2.6.5 Tdng cudng qudn li cdc dieu kien thuc Men HDGDKNS cho HS Cung cap CO so vat chat, thiet bi va dl diing cin thilt cho HDGDKNS; Du trii thcyi gian, kinh phi cho hoat dgng GDKNS cho HS 65 Tap chi KHOA HQC OHSP TPHCM Ket luan Quan li HDGDKNS cho HS tilu hgc la qua trinh tac dgng co muc dich cua chu the quan li den doi tugng quan li nhim hinh o HS tieu hgc nhiing kha nang hanh dgng de cac em co the thich ting va lam chu dugc cuge song eiia minh Hoat dgng gom ehiic nang: xay dung ke hoach, to chirc va chi dao, kiem tra va danh gia, quan 11 cae dieu kien thuc hien HDGDKNS Nhin chung sS 62 nam 2014 quan li HDGDKNS cho HS tieu hoc TPHCM dugc thuc Men thucmg xuyen va CO Meu qua D I nang cao hieu qua quan li hoat dgng nay, cin thyc Men phoi hgp ding bg cac bien phap: tang cucmg nhan thiic cho cac lire lugng giao due vl HDGDKNS, phat huy vai tto va chitc nang quan li ciia CBQL, tang cucmg phli hgp giiia gia dinh, nha trucmg va xa hdi TAI LlEU THAM KHAO Hoang Hoa Binh (chu bien) & tgk (2010), Gido due ki ndng sing cdc mon hoc a tieu hoc, Nxb Giao due Bill Minh Hiln (chu bien) Vu Nggc Hai Dang QuIe Bao (2006), Qudn li gido due, Nxb Dai hoc Su pham Ha Ngi Tran Thi Huang (chii bien) & tgk (2014), Gido due hoc dai cuong, Nxb Dai hgc Su pham TPHCM K B Everard, Geoffrey Morris, lan Wilson, Qudn tri hieu qud truang hgc, Dtf an SREM suu tim va bien dich, 2010 (Ngiy Tda soan nh$n dirac bai: 07-02-2014; phin bien mntt gii 22-7-2014; ngiy chip nh$n ding 18-9-2014) 66 ... dugc thuc hien miic thucmg xuyen theo thii tu tir cao xuong thap la: xay dung kd hoach, to ehuc va chi dao, kilm tra va danh gia; cac trj s6 trung binh (TB) tir 1,54 din 1,63 (tir 1,5 iin duoi... hieu qua cho thiy co hrong quan mire y nghla 1%, tri s6 hrong quan kha cao, cac tri s6 diu tren 0,75 Co sir th6ng nhdt cao danh gia cua CBQL va GV, NV Cac y kiln cho rang cac chiic nang quan... quan kha cao, cac tri so a gan 0,7 He so tucmg quan Spearman giiia cac thii hang miic thucmg xuyen va mirc hieu qua cua cong viec tren = 0,992 (a mirc XS y nghla 1%) Co su thong nhat cao danh

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