BAIBAOHMMHOC
KlAlSATClilTLtfdNGBAQTAI CUA KHOA qoAN i f T l ^ B(!G TH^ TIAI TlOdC TltftfNG BAI IQC TIE BQC T l ^ TIAO T I A N I P I I iti CIJ MINI
N g u y # r r H o * n g M i n h T h u f t n *
T d m tat:
Nghien ct>u khao sdt ve I h g c trgng c h i t l u g n g ddo tgo cua Khoa Q u d n ty T D T T - T n j d n g Dgi hgc TDTT TP.HCM thdng qua viec s d dyng phieu khao sdt, phSn tich d g tin c^y Cronbach's Alpha, phdn tich nhdn t6 kham phd (EFA). Nghidn c i r u du-gc ti^n hdnh tren 268 doi t u g n g vdi 158 c y u sinh vidn. 50 giang vien / c^n Ijd qudn ly vd 60 dcrn vj sir dyng lao dgng, T d vide khdo sat thi/c trgng v^ c h i t l u g n g dao tgo, de xuat cac nhdm gidi phdp gdp phdn ndng cao chdt l u g n g ddo tgo cho Khoa Qudn ly TDTT trong t u a n g lai.
T i f khda: Chdt l u g n g . ddo tgo, Q u d n ly TDTT, Dgi hgc T D T T TP.HCM.
S u r v e y i n g t h e t r a i n i n g q u a l i t y In t h e D e p a r t m e n t o f S p o r t M a n a g e m e n t o f H o C h i M i n h S p o r t U n i v e r s i t y
Summary:
The study looked at the actual quality of training in the Department of Sport Management - Ho Chi Minh S p o n University through the use of the survey, analysis of Cronbach's Alpha reliability, exploration factor analysis (EFA) The study was conducted on 268 subjects with 158 former students, 50 teaching staff / officers and 60 employers' units. From examining the status of Ihe quality of training, solutions are supposed contributing to improving the quality of education for Sport Management Department in the future.
K o y w o r d s : Quality, training, sport management '^r-^o'-t H C M r i ir.../..-.rc,fw
B4T VAN DE
Nfing cao ch4t Imfag dio ^o ludn li n h i ^ vy quan trpng vi dupe cic trudng dfi hpc (DH) hi^ nay d$c bi$t quan tim, BQ Giio dye vi Dio t90 di khing djnh vi^ ddi tn6i quin Iy giio dye DH li khau dQt phi d^ t^o sif ddi mdi toin di$n vi phit trien quy md phii di ddi voi dim bio chit lupng dio tfo. Oinh gii chit lupng dio t ^ phii dupe thvrc hi$n bdi chinh nhOng ngudi dang sti dyng li sinh vien (SV), ddi tupng trye tiip vi cflng li "sin phim" chinh cua qui trinh dio tfo, nen ket qui dinh gii cd mpt y nghia nhat djnh. Qua dd, cic don vj dio t^o ndi chung vi cic tnrdng DH ndi rieng cd cic nhin nh$n khich quan \c nhirng gi minh di cung cip, nhung gi minh ky vpng thay vi chi quan tam den dau nr CO sd v$l chat, trinh dp dau vio, dau ra vi kel qua hpc t?p cua SV vi cic yeu to khic trong qui Irinh dio t«o. E)iy li rapt kenh Ihdng tin quan trpng vi khich quan. gdp phan dinh gii
T h S . Tiuftnj On hoc TDTT Thinh pM H6 Chf kllnh
chit lupng dio t^o hi$n t^ giAp cho giing viCn vi nhi trudng cd nhiing sy diiu chinh hpp li hon dip (rng yiu ciu ngudi hpc.
Khoa Quin \i TDTT li m$t khoa mdi dupe thinh l$p vdi myc ti£u dio tfo nguin nhin Ivc phit trien toin diin vi df o dtic, tri tui, »>i chit, nim vfhig kiin tbtic co bin vi \i lu$n, k^ thu|t vi phucrng phip quin ly TDTT hiin dfi, ding thdi cd khi ning v$n dyng nhthig kiin thijrc niy vio thye ti phong trio TDTT, cd ning lyc Ihyc hiin cic cdng tic quin li hinh chinh, quin 1^
kinh doanh, giing dfy vi nghiin cihi chuyin siu trong linh vyc quin li TDTT. Chinh vl viy viie nang cao chit lupng dio tfo ciia Khoa li vin di , dupe d^c biit quan tim. li hoft dfng cin Ihiit _ nhim cung cip cbo SV sau khi lit nghi^ cd Sl~
trinh dd dip ihig nhu ciu ddi hdi ngiy cing eai3 ciia xi hii hiin nay. Xuit phit tu nhihig vbi dm thye tiin ntu ttia vifc "Khio sit chit lupng nM tfo cua khoa Quia ly TDTT ihudc Tnidng Dfi
M TAD VA NBM Urm TK nUO - sd DAC BICT/ZOU bgc TDTT thanh ph6 H6 Chl Mmh" la can thiet
nhim lam co so danh gia khach quan, gop phan nang cao chit lugng dao t90 aia Khoa, dap iing nhu cau x3 hgi trong tuong lai.
PHUdNG P H A P N G H | £ N CllTU
D£ gi&i quy^ n h i ^ vy nghien cthi de tai six dyng cAc phucmg phdp sau: Phuong phap dgc, phdn tich va t6ng hgp tii l i ^ ; Phugng phap di^u tra xa hgi hgc; Phuong phap loan hgc thong ke;
Phucmg phip phan tich S\\ OT.
- Xac djnh hinh thurc tra Icri: Trong nghien cuu ndy, &p dgng hinh thuc tra Idi phieu khao
sat theo thang do Liken 5 miic dg de tien hanh khao sat Ngircri tham gia khao sat dugc cho mgt lo^t cac chgn Iga dien ta y kien ciia minh doi v 61 cac noi dung lien quan den chat lugng ddo t^o.
KET QUA NGH|£N CUTU VA BAN LUAN 1. Th\rc tr^ng chM luvng 6^0 t^o cua Khoa Quan ly TDTT
- Ket qud hgc t^ip c^u sinh vien ciia Khoa:
Tong so S\' dang ky nh|p hgc ban dau ciia 04 khda 30, 31, 32 va 48 la 168 SV K^t thiic qud trinh dao t^o c6 122 S\ hoan thanh kh6a hgc, 36 S\' chua hoan thanh va 10 SV bo hgc.
Bdng 1. Hinh thi>c trd \iri phl^u khdo sdt Mirc dp
V nghia 1 Hodn todn khong dong y
2 Khong dong y
3 Khong CO y kien
4 Dongy
5 Hoan loan dong
y -• Qay trnb axUeB e n
Ngtii&i cAa dinh tinh
Kite dinh Cronbach Alpha p C l _
Hdn tich nhin tfi EFA
Dita chinh thang do
Lofi cac bite c6 h( sd tuong qnan bite tAtig <0-3 Kitei tra h<s6a4|Aa,lo4i bo lh^ih[4i^c6h(sA alpha O 6 Lofi cic bite c6 Factor loating <0 5
Kiteitrah^ s6 dgcn value, phuong sai Iricb
MS kinh fhinh —*\ Kh qui D ^ t e curu
/. /. Ddnh gid chh lugrng ddo tgo cua Khoa Qudn ly TDTTtirgdc dg ctfU sinh viin
Trong so 122 cgu S\' tham gia khdo sdt thi CO 97 la nam gidri (chi^m 79.5 %) va 25 nu gioi (chiem 20.5 %) \ c sg phan bd theo khod hgc.
Khoa yi CO so lugng cgu SV tham gia phong van cao nhdt vdi 53 ngudi (chiem 43 4 "ol, thdp
nhdl Id Khda 48 vdi 21 ngudi (chiem 17.2 %).
Cgu S\ hgc chuyen sau Qudn ly TDTT Id cao nhat \di 85 ngudi (chiem 69.7 %). Hp dao t ^ chinh quy chiem 82.8%, cdn l^i Id h^ vira Idm vira hgc 17.2 %. Thu nhap hang thdng ciia cgu S\ Id tij 3-5 tri?u ddng, chiem den 50.8%.
BAI BAO KHO* HOC
Bang 2. Kit qua h9c t|p cua c t ^ sinh viin Ket qua h9c tap
Gioi Kha Trune binh
Yeu Tong sd sinh vien
Khda hpc Khoa 30
SL 2 26 6 n M
5.9
%
76.5 17.6 0
Khda 31 SL
0 21 4 2 27
%
0s
14 S
" 4
Khda 32 SL
4
;o
18 34 77
5.2
%
26 23.4 45..^
Kh6a4K SL
• >
13 6 0 21
0
9.52 61.9 28.5 0
Tdng cdng S 80 34 36 Thang do chat lugng dao tao ciia Khoa Qudn
ly TDTT qua danh gia ciia cgu sinh \ien ban dau dugc tham khdo \ a xay dgng tir cdc mo hinh nghien ciiu \ c chat lugng dao 190 da dugc cdng bd, CO sd ly thuyel cua de tdi. Sau khi thge hi^n cac budc kiem djnh Cronbach Alpha vd phan tich nhan td kham pha EFA ket qua thu dugc thang do gdm 24 bien quan sal tucmg ung vdi 5 thanh phan: Phuimg ti^n him hinh. sg tin cay. sg dap img, sg cam thdng, nang Igc phyc vg.
- Danh gid ciia cgu sinh vien \c sg ddp ijng ciia Khoa Quan !y TDTT
Qua ket qua thdng ke bdng 2 cho thay yeu to dugc cgu SV danh gid cao nhdt trong thdnh phan Sg dap ling ciia Khoa Id "smh ^ icn dugc cung cap day diJ kicn thiic cua timg mdn hgc ciia Khoa" (TB= 3.01), dimg thii hai Id "sinh vien dc dang ticp c ^ gido trinh vd tdi li^u phyc \y hgc t^p (TB^2 ^H) Tu> nhien "ehuomg trinh dao tgo ciia Khoa dap img dugc yeu cau thge te doi
\iTi chuyen nganh d^o t^o" chua dugc cgu SV danh gid cao (TB=2.70).
- Oanh gia ciia cgu smh \ien \c sg tin c|y cua Khoa Qudn ly TDTT
Trong cac \cu td vc "Sg tin cay" ciia Khoa, hau hel dcu dugc cgu SV danh gid cao. trong dd
"giaiiy \ ien Khoa ludn thge hi?n diing quy djnh khi Ien Idp (giang dgy dung sd liet. bdt ddu vd kci thuc budi hgc diing gid)" dugc danh gia cao nhat (TB- 3.93), tiep theo ly "cdng idc kiam tra danh gia. thi ket thuc mdn hgc cua Khoa ludn dugc thge hi?n nghiem luc" (TB= 3.'>2). xep thu ba la "Khoa luon th\rc hi?n diing theo linh thdn cdc thdng bao, quy dinh" (TB =3.91) vd cdn Igi la "vi?c td chiic hgc tap va thi kC-i thiic dugc thge hi?n dung lien dg quy dinh" (TB=3.82).
- Danh gid ciia cgu sinh vicn \e eac phuong li?n hihj hinh ciia Khoa Quan Iy TDTT
Ket qud khao sat cho thay. "tac phong eua gidng \ icn Khoa ludn chinh te. nghiem tiic khi ien ldp" (TB=3.31) dirge cgu S\' ddnh gid cao nhat gong eac yeu to ve phuong ti?n hihi hinh ciia Khoa. Tiep theo Id "phdng hgc ciia Khoa dam bao yeu cau cho v i ^ hgc tgp. sinh hogt ciia sinh vien" (TB=3.30). xep thii ba Id "trang thtcl bi (ban ghe, qugt. may chieu...) phyc vy lot cho
\ i^c hoc tgp cua sinh vicn" (TB= 3 27), cdn Igi
"tdi li?u tham khao cae mdn hpc ciia Khoa ddp img dugc nhu cau hgc tgp. nghien ciiu ciia sinh vien" chua dugc ddnh gid cao (TB=3.21).
- Ddnh gid cua cgu sinh vien \ c sg cam thong ciia Khoa Quan ly TDTT
Ket qua thong kc d bdng 3 cho thay Ycu t6
"giang vien Khoa ludn sdn sang ho irg sinh \ icn gong phgm vi trdch nhi^m cho phep" (TB= 3.53) dugc cgu SV danh gia cao nhat, thir hai 1^ "cdng tdc Dodn Thanh nien ciia Khoa ludn gdn lien vdi cdng tdc hpc tgp vd ddi sdng ciia sinh vicn" (TB=
3.41), xcp thirba la "Khoa ludn hi6u rdnhuc4u hgc tgp v^ r6n Iuy?n ciia sinh \ ien" (TB^ 3.37), cdn Igi Id "Khoa ludn quan idm giai quyel kho khdn, gd nggi ciia sinh vien trong qua trinh hpc tgp" dugc ddnh gid thdp nhal (TB= 3.07).
- Ddnh gid cua cgu sinh vien vc nSng Igc phyc vy cua Khoa Qudn ly TDIT
Khi dugc hdi ve "\any Igc phyc vy" ciia Khoa ddi vdi SV. kci qua cho thay yeu t6 "(iiang vien Khoa cd du ki£n thiic, k^ ndng chuyen mdn" dugc ddnh gid cao nhat (TB= 3.20), ticp theo lan lugt Id "hinh thiic thi, kicm tra ddnh gia chinh xac vdi kicn ihirc. ky nang ciia sinh vidn"
vd "sinh vien dugc phai tricn eac ndng Igc hgc tgp. nghicn cuu trong qua trinh hgc l^p"
(TB=3.I8). cdn Igi Id "smh vicn ludn dugc igo dieu ki^n tham gia cdc hogt ddng xd hgi. vdn nghe. the dye th^ ihao" (TB=3.16).
MTttVAMimillP) -56BAGB|£T/20U - Danh gia ciia cgu sinh v ien ve cdc yeu id do
ludng chat lugng dao tgo Khoa Qudn ly TDTT Qua kei qud cho thay cdc yeu to \ e chat lugng dao tgo deu dugc cgu SV ddnh gia khd cao. Trong do, "sg tin cgy" cua Khoa dugc cgu SV danh gid cao nhdt (TB=3.89), xdp thir hai la
"sg cdm thdng (TB=3.34), ti6p iheo lan lugl la
"phuang ti?n huu hinh" (TB=3.27) va "ndng Igc phyc vy" (TB=3.18). Cdn lgi "sg dap ung" ciia Khoa chua dinyc cgu SV ddnh gid cao so vdi cac y ^ to cdn lgi gong qua trinh ddo tgo (TB=2.87).
1.2. Ddnh gid chat iu^g ddo tgo cda Khoa
Tir ket qua bdng 4 cho ta nhgn xei ve cdc ndi dung cg the sau:
- Danh gid ciia Giang vien ' cdn bg qudn ly ve Ndi dung chuang trinh ddo tgo cua Khoa Quan ly TDTT
Qua ket qua phan tich cdc yeu td gong ngi dung ciia chuang trinh ddo tgo ciia Khoa deu dugc gidng vien/ cdn bg quan ly danh gid d miic khd tdt. Trong dd yeu td dugc ddnh gid cao nhat Id \iee ddm bdo dugc "cdu triic chuang trinh dugc sdp xep phu hgp" (TB=3.64), x6p thir hai Id **ngi dung chuang trinh ddo tgo phii hgp vdi Qudn ly TDTTtirgdc dg Gidng vien /cdn bg mgc tieu ddo tgo ciia nganh" (TB=3.52), tiep qudn ly theo la yeu td "kien thiic tin hpc" (TB= 3.50).
Dugc trinh bay cy thi tgi bang 4. Cdc yeu td cdn lgi chua dugc danh gid cao Id Bdng 3. K^t qud ddnh gid chit ttf^mg ddo t^o ciia Khoa Qudn ly TDTT
tir gdc d$ c i ^ sinh vi6n
TT Npi dung dinh RH 1 IB | ULC
Hif dip irng 1
2 T T
~r
Chuang Irinh d^o tgo cua Khoa dip ijmg dirpc yeu cau th^c te doi vdi chuyen nganh dao 190
Ngi dung giao trinh, bai giang, tai li^u giang dgy cac mdn hgc dap img tot myc ticu, yeu cau mdn hgc
Sinh vien dc dang tiep cgn giao trinh \ a tai li^u phue vy hgc tgp Cac mon hgc ciia Khoa deu tgo sif thich thu doi vdi sinh vien Smh vicn dugc cunp cap day dii kicn thiic cua timg mdn hgc cua Khoa
2.7 2.72 2.yi i.w l()i
1.303 1.3
\.i4h l,.^2 1 .U.'i Slf Hn c#y
6
~7"
,s 9
Vifc to chijc hgc tgp va thi ket thiic din,TC thye hi^n dung tien dp quy djnh Khoa luon thye hi?n diing theo tinh than cac thdng bao, quy djnh
Cdng tac Kiem tra ddnh gia, thi kcl thiic mdn hgc cua Khoa ludn dugc thye hicn nghicm tiic
Gjang,viep Khoa.ludn thye.hien dung quy dmh khi len Idp (giang dgy dung so tiet, rat dau va ket thiic budi hgc dung gid)
3.82 3.<>l 3.92 3.93
1.045 1.037 0.984 0.964 Phutrng tivn
10 II 12 TT 14
"TT 16 17 18 19 20 TT
Tai lii;u tham khao c^c mdn hgc eua Khoa dap img dugc nhu cau hgc tgp, nghicn ciiu ciia sinh \ ien
Trang thiet hi (ban ghe. qugt. may chieu...) phyc vy tdt eho vi?c hgc tgp ciia SV Phong hgc ciia Khoa dam bao yeu cau cho vi?c hgc tgp. sinh hogt cua SV Tac phong ciia giang vicn Khoa ludn chinh te. nghiem tiic khi len Idp
Hif cam thong
Khoa ludn quan tiim giai quyet khd khin. trd nggi ciia SV trong qua trinh hgc tgp Khoa ludn hicu rd nhu cau hgc tap va ren luycn eua sinh vien
Cdng tdc Doiin Thanh men cua Khoa ludn gin lien vdi cong tac hgc tgp va ddi sdng ciia sinh \ icn
Giang vien Khoa luon san sang hd Uv S V trong pham \ i trach nhiem cho phep .Nfing Igc phyc vy
S\' ludn dugc tgo dieu ki?n tham gia cac hogt dgng xa hgi, vSn ngh?. TDTI' Hinh thiic thi, kicm tra danh gia chinh xac vdi kien thuc, ky ning ciia SV SV dugc phat tnen eic njng lyc hgc tgp, NC ironc qua ttinh hgc tgp (, .11 p \ icn Khoa cd du kicn thue. ky ning chuyen mdn
3.21 3.27 3.3 3.31 3.07 3.37 3.41 3.53 3.16 TB 3.18 3.18 3.J
1.3 1.24 1.238
1.24 1.303 1.234 1,1X4 1 13 DLC 1.318 1.305 1.299 I.3M
B/UBtoKHMHgC
"kien thiic ngoai ngii trong chuong trinh" (TB- 3.46) va "npi dung chirong trinh cac mdn hgc dugc egp nhgt thudng xuyen" (TB= 3.42).
- Danh gia cua Giang vieo/can bp quan ly ve Dpi ngu GV eiia Khoa Quan ly TDTT.
Kdt qua khao sat cho thiy, yeu td "giang vien Khoa dam bao kiin thire ehuyen mdn chucmg
trinh dao tgo" dirgrc dinh gii cao nhat (TB=
3.60), thit hai li "giing vien Khoa dam bio gift len ldp vi ke hogeh giing dgy" (TB=3.56), dep ddn la "giing vien danh gii diing, cdng bing trong kijm tra, thi ket thuc mdn hpc" (TB=
3.54). Cac yeu to "giing vien Khoa ludn nhift tinh, sin sang giup do sinh vien" (TB= 3.46) vi
• • • • •
SvTmc^y SvCimtbaog Phucmg ti^n Ning Vc phyc SvrDipiing lAuhinh v\i
Bliu d i 1. Dinh g i i chung ciJa c^ru sinh vidn v i chit lu>p>ng dio tfo ciia Khoa Quin ly TDTT
"giang vien Khoa thudng quan tam, khao sat y thirc cin thiet vi dupe egp nhgt" (TB= 3.34) kien ngirdi hpc" (TB=3.36) van chua dugrc danh chua dugc dinh gii cao.
gii cao so vdi cic yeu to cdn lgi. 1.3. Ddnh gid chh lugng ddo Igo cua Khoa - Dinh gii ciia Giang \ icn/cin bg quin lyve Qudn ly TDTT tir gdc dp eiia Den vf sudgng Cdng tic quin ly vi phyc vy dio tgo ciia Khoa tao dpng
Quan ly TDTT Chat luprng dio t?o Khoa Quin I j- TDTT Ket qui khao sit ve cdng tic quan ly va phyc dugc dinh gii thdng qua sy hii ldng cua cic dom vy dio tgo ciia Khoa eho thay yeu to "cdng tie vj su dyng lao dOng doi vdi cyu SV dang lira td chiie dio tgo cua Khoa tgo thugn Igri eho sinh vi^c vdi 18 yeu to thugc 4 ngi dung: Ky ning;
vien" (TB= 3.68) dugc dinh gia cao nhat, tiep nang lyc chuyen mdn vi thii d$ phim chit ci theo li "cic hogt ddng edng tic Doin cd tic nhan cua sinh vien
dyng tdt. thiet thye vdi sinh vien" (TB=3.54), - Ky ning eua cyu sinh vien Khoa Quin \i xep thir ba li "trang thiet bj (bin ghe, qugt, may TDTT qua dinh gii ciia don vj sii dyng lao d^ng chicu...) phyc vy tot eho vifc hgc tgp cua sinh Qua ket qui khao sit eho thiy "ky ning lim vicn" (TB=3.52). vice dgc Igp" (TB= 3.52) ciia sinh vien dugc cic - Dinh gii eiia (Jiang vien/ ein bg quin ly ve don vj su dyng dinh gii cao nhit, tiip theo li Khda hpc cua SVKhoa Quin ly TDTT "ky ning giii quyit vin di" (TB= 3.47), thii ba Qua ket qua phan tich danh gii chung vi li ky nang giao tiip (TB=3.20). Cdn Igi "kj khda hgc cho Uiiy yeu t6 "sinh vien dugc phit nSng quan hp vdi dong nghidp va cip trSn" vi Bien nhiing ky ning can thiit cho nghe nghiep" "ky ning thuyit trinh" cua SV van chua dugc (TB= 3.741 dugc dinh gii cao nhit. Xip thif hai cic don vj su dyng lao dpng dinh gii cao.
li "sinh vien dugc djnh hudng tot vi vipc lim - NSng lye chuyen mdn cua sinh viin Khoa ttong qui trinh hpc tgp" (TB= 3.46). tiip theo li (Juin li TDTT qua dinh gii ciia dom vj sii dyng
"sinh viSn cd mdi ttirdng hpc Igp, sinh hogt tdt" lao ddng
(TB=3.38). Hai yiu to "sinh vicn cd Igi Uii cgnh Kit qui phan Iich cho Uiiy "ning lye thich tranh trong cdng vipe sau khi ra tnrdng (TB= nghi vdi nhiing ap lyc ciia cdng vi^" cua cyu SV 3.36) \ a "sinh vicn dugc cung cip nhiing kiin dupe dinh gii cao nhit (TB= 3.27), Tiip thco li
M TM M HUM UlYa n t THM - so BAC BitT/ZtU B i n g 4. K i t q u i d i n h g i i c h i t lifp>ng dao t f o cua Khoa Quan ly TDTT
tip gdc dp Giang vien/ can t>9 quan ly
TT 1 Npi dung danh gia | T B | D L C .Npi dung chirong trinh dao tao
1 2 3 4 5
Npi dung chirong trinh dao tgo phii hpp vdi myc tieu dao tgo cua nganh Kien thirc ngogi ngir trong chucmg trinh dupe dam bao
Npi dung chuong trinh cac mdn hpc dupe egp nhat thudng \u> en Cau tnic ehuong trinh dao tao dugc sap xep phii hpp Kien thirc tin hgc trone chuang irinh dugc Jnm bao
3.5 3.4ft 3.42 3 52 3.ft4
1 344 1 3SS 1 341 1 4(13 i 29 Dpi ngO giang vien ciia Khoa C ^ i n iy T D T T
6 7 8 9 IU
Giang \ icn Khoa dam bao kicn thirc chu\en mdn Irmh dao tao (iiang vien Khoa ludn nhipt tinh. san sang giup dd sinh vien
(nang vien Khoa su dyng cac phucmg phap giang day tich cyc khi len Idp Giing vien danh gia diing, cdng bang trong kiem tra, thi ket thiic mdn hpc Giang vien Khoa dam bao gid len Idp va ke hoach giing day
3.6 3.46 3.52 3.54 3.56
1.471 1.403 1.344 1.265 1 29ft Cdng t i c quan ly v i phuc Mf dao tao
I I 12 13 14 1^
16 17 18 19 20
Phdng hgc ciia Khoa dam bao ycu cau cho vipc hgv tap, sinh hogt ciia SV Tai lipu hgc tgp, tham khao cac mdn hgc dap ung dugc nhu cau hgc tgp ciia SV Trang thict bj (ban ghe, qugt, m i y chieu) phuc \ y tdt eho vipc hgc tgp ciia SV Cac hogt dgng cdng tic Doan cd tic dyng tdt, thiet thye vdi sinh vien Cdng t i c td chiic dao tao cua Khoa tgo thuan lpi cho sinh vien
Khda hpc ciia sinh vien
Sinh vien dugc cung cap nhirng kicn thiic can ihici va dugc egp nhat Sinli vicn ed lpi the cgnh tranh trong cdng vipe sau khi ra trudng Smh vien cd mdi trudng hgc tgp, sinh hogt tdt
Smh vicn dupe dinh hudng tdt ve \ ipc lam trong qua trinh hpc tgp Smh \ icn dugc phat triil-n nhiing k\ nang can thiel cho nghe nghipp
3.3 3.34 3.52 3.54 3.68 3.34 3.36 3.38 3.4ft 3.74
1,329 1.334 1.266 1.343 1.332 1.364 1.411 1.338 1.313 1.322
"NSng lyc lanh dgo qudn Iy" {TB- 3.20). Cac \ cu Id cdn lgi dugc trinh bay cy the trong bieu dd I.
- Thai dg, phdm chat ca nhan ciia sinh vien Khoa Qudn Iy TDTT qua danh gia ciia don vj sir dyng l,ut ddng
Cac ycu to \ c thai dg, pham chat cd nhan cua cgu S\ dugc ddnh gid cao nhat Id "cd tinh k\
lugl trong cdng vi?c" (TB= 3 4(1). ticp thco la "co tmh (hdn trach nhi^m trong cdng vi$c"
(TH 3 25) Xcp vi tri thii ba Id "chii dpng. ham hgc hdi trong cdng \i$c'* (TB=3.15) va cudi ciing Id "tg tin \ ao kha ndng ciia bdn than trong cdngw.c (TB= 3.13V
2. De xuAt m^t s 6 gidi phdp mifi c h o vi^c nftng cao c h i t Ivgmg d d o t a o c i i a Khoa Q u d n ly TDTT - T r i K m g D^j h p c TDTT TP.HCM
Tir kcl qud danh gia thge tntng danh gia ve chat lugng dao l^o \a ket qua phan tich SWOT
\e cdng tac ddo t^io ciia Khoa Quan ly TDTT.
de xuat mgt so giai phdp gdp phan nang cao chat lugng dao t^o ciia Khoa Quan ly TDTT nhu sau:
2.L Gidi phdp cho .\hd Irutmg - Xay dgng h^ thdng vdn bdn, quy dinh chdt ehe. chi ti^ ve chirc nang, nhi?m vy, cdng tdc ddo l^o va dam bdo chat lugng dao t^o ciia Khoa.
- Qu> hoach luycn dyng vd phdl tricn dpi ngii cdn bg qudn ly, GV cho Khoa ddm bdo du ve sd tugng. ddng bg \ e ca cau va chuan hod
\ c trinh dg.
- Dau tu, ndng cdp vd dam bdo cdc dicu ki^n
\ e hgc Iicu, co sd \ at chat, trang thict bi giang da> - hgc tap cho Khoa. dap img yeu ciu sir dyng cua can bg. GV vd S\
I B A O KHOA HOC
Bing 5. Ket q u i d i n h g i i chat lip^rng d i o tgo cua Khoa Quin ly TDTT tir gdc dp dan vj sir dyng lao d^ng
TT 1 Ngi dung ddnh gid | TB | DLC _ Ky ning
1
T
3 4 5
Ky nang thuyet trinh
Ky nang quan hp \ di dong nghipp va cap tren Ky ning giao iiep
Ky ning giai quyet van de Ky nfing lim vice dgc lap
3 3.15
3 2 3 47 3.52
1.518 1.505 1.549 1.432 1.455 Ning \\fc chuven mdn
ft 7 8 9 10 II
Nang lyc img dyng kien Ihiic \ ao cdng vice Su dyng ngogi ngir trong cdng \ ipc Nang lyc tu duy, sang tgo
Nang lyc sap xcp va td chirc thye hipn cdng \ipc Nang lyc lanh dgo quan ly
NSng lyc thich nghi vdi nhiing ap lyc eua cdng \ipc
2.ft 2.87 3 3.1 3.2 3.27
1.291 1 321 1.378 1.504 1.549 1.401 Thii d$, pham chit ci nhan
12 13 13 14
Ty tin \ ao kha ning cua ban thiin trong cdng vi^c Chu dgng. ham hgc hdi trong cdng vipc Co tinh than uach nhipm trong edng vipc Co tinh ky lugt trong cdng vipe
'' 13 3 15 3 25
3.4 1.49 1.505 1.469 1.44 - Thudng xuyen td chiic cic chuong uinh boi
dudng nang cao ning lyc, trinh dg chuyen mdn cho cin hp, G \ ' nhu tham gia tgp huan, hgc tgp d trong nude v i nude ngoai,...
- Thinh Igp Trung tam ho trg, tu van \ a gidi thipu vipc lam cho S\' sau khi tdt nghipp.
2.2. Gidi phdp cho Khoa Qudn ly TDTT - Can thudng xuyen uen hanh ra soat, didu chinh chuong trinh dao tgo va Jc cuong cae mdn hpc dam bao ve kien thiie, ky ning eho S\' Ting didi lupng cic mdn ehuyen nganh. ngoai ngir. Ddng thdi bd sung them v i o eac mdn hpc theo ycu cau S\ \ a don vj tuyen dyng.
- Khuyen khich, tgo diiu kipn thugn lgi di cho ( 1 \ ' trong Khoa dupe nang eao bSng c i p , egp nhgt kien thiic mdi, dam bao yeu ciu ehuyen mdn phyc vy cho cdng tie giing dgy
- \UT ipng v i ting cudng cae mdi quan hp vdi eac don v| tuyen dyng Uidng qua vipc to chiie cac budi hpi thao, giao luu tu vin vipc lam, giup cho S\' nhgn thirc rd hon nira \ i tri ciia ehuven nganh dang hpe.
- Thudng \uycn ticn hinh cdng tic thu nhan .V kicn dinh g i i \ a k> vgng cua S\ \icic hogt
^ ^ trong cdng uic dao tgo ciia Khoa dd kjp thdi dieu chinh \ a khic phyc.
- Td chile thudng xuyen eic hogt ddng ngogi khda, cic hogt dgng doin the. cau Igc bg hgc tip, cic chuong trinh vui ehoi Uii dau the thao v i cic hogt dgng xa hgi gan lien vdi ngdnh hpc tgo diiu kipn cho SV tiep xuc vdi mdi trudng Uiyc tc.
2..^. Gidi phdp cho dpi nga gidng vien - Nghien eim v i nfim virng myc tieu, ngi dung, chucmg trinh, phucmg phap giang dgy, quy ehe Uii, kiem tra, dinh gia, vj tri v i ycu ciu ciia mdn hgc, nganh hgc dupe phan edng d i m nhipm. nim bfit kha nfing, kien thiic eua ngudi hgc.
- Tich eye, chu dgng hgc tgp, boi dudng d i nang cao trinh dO chuyen mdn, nang cao tinh than ty nghien cihj, ren luypn ban than, dap ling yeu c i u trong edng tac giing dgy, dio tgo.
- Thudng xuyen cap nhgt, ddi mdi ngi dung v i phuong phip giing dgy, danh gia theo hudng phat huy tinh tich cyc nhgn thirc, nfing lyc ty hgc, ty nghien ciiu sa lam v i ^ nhdm eiia SV.
- Tham gia xay dyng \ a phit tricn ehuong trinh dao tgo, c i i ticn ngi dung, phuimg phap giang dgy, nghien ciiu va thye hanh mdn hgc.
Bien sogn giio trinh, va tai lipu tham khio phyc vy cdng lac dio tgo
- Tham gia giio dye chmh tr|. tu tuong, dgo diic cho SV. giiip SV phit huy \m trd chii dgng
WTMVAIIHNlflYaTMEniUfl -SflBACBltT/20U trong hgc I9p, rtn luypi; hudng dan S\ thge hi?n trinh ddo 190; Dgi ngii giang vien; Cdng tdc qudn l6t mgc tieu dao i ^ aia chuyen ngdnh da de ra. ly vd phgc vg dao tao; Danh gia chung \e khda 2.4. Gidi phdp cho sinh viin hgc ciia sinh vien. Cdc yeu td cua dugc gidng - Xay dgng dgng co vd mgc dich hgc tdp vien/ cdn bg qudn K ddnh gid cao gom: Sinh diing ddn, trdnh tiiih trang thi^u djnh hudng vien <x> mdi trudng hgc tdp, sinh ho^t t6l, "cdng trong hgc t$p. n ^ e n cuu dan d^n khdng cd tinh
thin hgc tip, ng^^n cim dimg ddn md chi mang tinh hinh thiic, ddi phd.
- Tg xdc dinh npi dung, phuong phdp hgc t^p phii hgp. Tg tinh todn vd sir di^g cdc dieu ki^n ve khdng gian, thdi gian, tdi chinh, phugng ti^n hgc l ^ nhdm ddp ung yeu cau ciia cdc mon hgc trong qud trinh hgc tdp.
- Thudng xuyen tg kiem tra, ddnh gia tri thuc, ky ndng. ky xdo tich luy dugc cua ban than gong qud trinh hgc tip r6n luy?n t^i Nhd trudng.
- Chu ddng tham gia cdc khda hgc ve ngo^i ngi, tin hpc, kien thiic chuyen ngdnh, ky ndng m^m,.. .de nang cao, b6 sung kien thiic cin thiet ddp ixng ySu cau cua cdng vi^c vd cdc don vj tuyen dyng sau khi tot nghidp ra trudng.
- Tich egc tham gia cdc ho^t ddng nghien ciiu khoa hgc ddnh cho S\'. cat: ho^t dpng Dodn the, ho9l ddng vSn hda, the thao, vd cdc ho9t dgng xd hgi do Nha trudng, Khoa, Doan Thanh nien t6 chirc de nhdm tich IQy kien thirc. ky ndng cho bdn than trong qua trinh hgc t&p t^i Trudng.
K^T LUAN
Qua khao sdt cho thiy chat lugng dao tao cua Khoa Qudn Iy TDTT qua ddnh gid tir cgu sinh
% icn. giang vien/ cdn bg quan ly vd don vi sir dyng lao dpng d^t mirc dg khd tdt.
Nghicn Cliu tim dugc 21 yeu td thugc 05 th^h phan lien quan den chat lugng dao t^o qua ddnh gia ciia cgu S\' bao gom: Phucmg ii?n hihi hinh; Sg tin cdy; Sg dam bdo; Sg cam thdng vd Ndng Igc phyc \ V . NSm thanh phdn tren deu dugc cgu sinh vicn danh gia d mirc dg kha tdt.
Trong dd "Sg rin c^y" dugc cgu smh vien ddnh gii tdt nhat. Ngoai ra. van cdn mgl sd yeu td nhu: •"Chuong trinh dao tgo ciia Khoa ddp img dugc y6u cau ihgc tc ddi vdi chuyen ngdnh dao I90"; Ndi dung gido trinh. bai giang. tdi li?u giang dgy c.ic mdn hgc dap img tdt myc tieu, ycu cau mdn hgc" cdn dugc luu y, dieu chinh trong qud trinh ddo tgo.
Gidng Mcn chn bg quan ly ddnh gid chat
tdc td chiic ddo tgo cua Khoa tgo thugn lgi cho sinh \ien" ,"cau tnic chuong trinh dao tgo dugc s ^ x ^ phu hgp", "giang \ien Khoa dam bdo kien thirc chuyen mdn trinh ddo tgo".
Ben cgnh dd thdng qua ddnh gid tir cdc don
\ t su dgng lao dgng cho thdy Khoa cin bd sung them \'e " 1 ^ ndng quan h^ vdi d6ng nghidp va cap tren", "ky ndng thuyet trinh", "ndng Igc img dgng kien thiic vao cdng vi?c", "sg tg tin vdo khd ndng ciia ban than trong cdng vi$c" cho sinh vien sau khi tot nghi$p de diJ dieu ki$n ddp ung y€u cau cdng viec.
Qua ket qud thge trgng chat lugng ddo tgo vd phan tich SWOT, de xuat dugc 04 nhdm gidi phdp ndng cao chat tugng ddo tgo g6m:
- Nhdm gidi phdp ddnh cho Nhd trudng - 5 gidi phap.
- Nhom giai phdp danh cho Khoa Quan ly TDTT- 5 gidi phdp.
- Nhdm gidi phdp ddnh cho dpi ngQ giang vien - 5 gidi phdp.
- Nhdm gidi phdp ddnh cho SV - 5 giai phdp.
TAI LI$U THAM KHAO
1. Bg Gido dgc vd Dao tgo (2005), De dn doi mdi gido dgc dgi hgc Vift Nam giai dogn 2006 - 2020. Ha Npi
2. Nguven Kim Dimg (2010), Khdo sal muc dg hdi idng eiia sinh vien ve chat lufmg gidng dgy vd qudn ly cua mpt so tru&ng dgi hge tgi I (('7 .Sam
3. Le Thuy Hdng (2013), Su hdi long ciia sinh vien vd gidng vien khoa Qudn trj kinh doanh vd khoa Cong nghf thdng tin doi vdi eong Idc to chue ddo igo tgt truong Dgi hge Quoc le - Dgi hgc Qudc gia. TP.HCM.
4 Tran Xuan Kien (2010), Ddnh gid su hdi long cua sinh vien ve chal lucmg ddo Igo Igi truong Dgi hgc Kinh te vd Qudn trj kinh doanh - Dgi hge Thdi .S'guvcn.
5. Hodng Trgng & Chu Nguyen Mdng Nggc (2008). Phdn lich dif lifu nghien euu vai SPSS.
Nxb Hdng Diic. Thanh HIM, lugng dao lao cua Khoa qua: Ngi dung chuang
(Bdi n^p ngdy 17/10/2014. phdn bl$n ngdy 22/10/2014, duy$t In ngdy 25/11/2014)
