IMTMHMWLUYai l lWI •S(iB»CBl6T/2BU LtfA CHON BIEN PHAP N A N G CAO THAI flO Tlf GIAC TICH ClfC HOC TAP MON LY L U A N VA PHtfOiNG PHAP GlAO OUC THE CHAT COA S INH V I E N TRtfffNG flAI HOC THE DUC THE[.]
Trang 1LtfA CHON BIEN PHAP N A N G CAO THAI flO Tlf GIAC TICH ClfC
COA S I N H V I E N TRtfffNG flAI HOC THE DUC THE THAO B A C
Nguyen Thj Phirang Oanh* T6mtit:
SCr dyng cac phuang phap nghien cLru khoa hoc thi/ang quy de lya chon bien phap nang cao
hh tl/ gi^c tich ci/c hoc tap mon Ly luan va phuang phap GDTC cho sinh vien Tru'ong Dgi hpc DTT BSc Ninh ti> do nSng cao chat lugng m6n hpc noi rieng va chal luong d^o tao cua Nha truong
H chung
TO khoa: Tu giac tich cyc, ly luan va phuong phap giao due the chat, sinh vien, Truong Dgi
C TDTT Bac Ninh.,,
Selection of measures to enhance positive self - study attitudes fot the subject named Theory and Methodology of Physical Education at Bac Ninh Sports University
Summary:
Using the conventional methodology of scientific research to select measures helping enhance positive self-discipline for learning the subject named theory and methods of Physical Education for students at Bac Nmh sports University, thereby improving the quality of the subject in particular and private and academic quality of the school in general
Keywords- Self positive sense, reasoning and methods of physical educalion student, |
OAT VA'N D ^
Trong nhimg nam gan day, ket qua hpc t^p
nuin hpc Ly l u ^ va PP GDTC cua sinh \ icn cac
khoi khong cao M$c du bp mon Ly lu^n \ a PP
GDTC da ^p d^ng nhicu bicn phip nang cao chat
lupng hpc t9p cho cic cm nhir: Cai tien npi dung,
chuung tsivh mon hpc tich cyc doi moi phuang
phap d?y hpc cai ticn hinh thuc kiem tra, danh
gia nhung kci qua chua cai thicn dang ke Qua
dieu tra cho thay nguyen nhan chia yeu la do sinh
\ icn chua c6 thai dp Uf giac tich c\fc trong hpc
tip Ly ki^in va phuong phap GDTC
N.ing cao tinh t\r giac tich ci;c hpc t^p mon
L\ luin \a phuong phap GDTC cho sinh \ icn
Trucmg D?i hpc TDTT Bic Ninh I& mpt trong
nhihig nhicm v\i hang dau can dupe quan tam
v i chu tnmg, vi v^y chung toi tien hanh nghicn
cuu: L ^ chpn bicn phap nang cao thai dp t^r
giic tich cyc hpc t^p mon Ly lu^n va phutmg
phap GDTC cho sinh vicn Truong D^i hpc
TDTT Bic Nmh
PHadNG PHAP NGHIEN CUTU
Trong qua trinh nghicn CLTU, chiing toi sii d^ng cac phuang phap sau: Phuang phap phan tich va tong hpp tai licu, phucmg phip phong van tpa dam phuang phip quan sit su ph^m v i phuong phap toan hpc thong ke
K^T QUA NGHIEN COtJ VA BAN LUAN
1 NhCmg can cir de xuM bi$n phdp
Thdng qua nghien cuu, phan tich tong hpp tir
cac tai licu c6 lien quan, d i i\fa chpn dupe cic
vdn ban phap quy cua Dang v i Nha nu6c, v i phong van de lam ro cho vice Igra chpn v i dc xuat cac bicn phap nang cao thai dp ty giic tich
cyc trong hpc t^p mon hpc LL v i PP GDTC cho
sinh vicn Trucmg Dgi hpc TDTT Bic Ninh Chung toi can cii vao cac nguyen tic sau: Dam bio mpc tieu dio t^o dam bio tinh khoa hpc,
d i m bao tinh thong nhat dam bao linh can t h i ^
\ a k h i thi dam bao linh su phgm
Thong qua phong van 34 chuyen gia, nha
quan ly, can bp giang \icn ve cic bicn phap
Trang 2Biu Bio KHU HOC
nang cao tinh tv giac tich cifc trong hpc tap mon
hpc LL \ a PP GDTC cho sinh vien Trudng E)ai
h(?c TDTT BSc Ninh Ket qtia dupe trinh bay tai
b a n g l
Qua bang 1 cho thiy: 9 15 bien phap dupe
cac giang \ ien cho la can thiet nhat theo thiJr tv
giam din, do la c4c bien phap; (1) Xay dung
dpng e o hpc tgp dung dan cho sinh vien, (21
Xay dung hiimg thii hpc tjp cho sinh vien, (3)
Giim so lupng sinh vien trong moi idp, (4) Ren
luyen cho sinh vien phucmg phap hpc tjp khoa
hpc, (5) Giam tai npi dung on tjp thi kit thic
thuc khen thucmg trong limg V:UT hpc, (7) Cai tien npi dung dgy hpc, (S) Ciuo \icn thirdng
\u> en kiem tra djnh gii, dicu chinh kjp thdi,
diing miic, (9) Nha trudng xay dung cac chinh sach nham khuyen khich sinh vicn tich cvc hon trong hpc tjp
2, L^a chpn bi$n phdp nSng cao tinh
t^ gidc tich cijrc hpc t$p m6n LL v i PP
GDTC cua sinh vi6n Truing Q9I hpc TDTT BSc Ninh
2.1 Tinh cdn Ihiel cia cdc bifn phdp ning cao tinh tlf gidc tich cfTc hpc t^p mon LL vd W GDTC
hpc ph in, (6) Thudng xuyen su dung cae hinh
Bing 1 Kit qui phdng vin vh nhOng bl$n phip ning cao tinh tt^ giic tich ci,rc hpc
tip mdn LL vi PP GDTC cua sinh viin Truing B?l hpc TDTT Bic Ninh (n=34)
rr
1
;
.1
4
5
6
7
s
9
10
II
12
H
14
l.^
Cac bi?n phap
N;ing can nhan ihuc \ e y nghTa \'a vai tro cua tinh
hpc tjp
Xay dvng dgng co hpc tap dung din cho sinh vien
Xay dvng hiing thu hpc tjp cho sinh vien
Cai tien phuong phap day hpc, PP da dgng, chii y
lay hogt dpng ciia sinh vicn lam trung tam
Giam so lupng sinh vien trong moi idp
Thay doi npi dung v j hinh thiic kiem Ira, danh gia:
Ddnh gia d miic dp phan tich, khai quit, vjn dyng
Ren luyen cho sinh \icn phuang phap hpc tjp
khoa hpc
Dgu tu CO sd vjt cljat, trang thict bj dgy hpc ti^n
lien, bicn span, in an tai lieu, giao trinh tgo dicu
Viia dc nang cao tinh tich cvc npc tjp cho SV
Giam tai npi dung on tjp thi ket thiic hpc phan
Sit dung cic hinh Ihiic td chirc DH khae nhau: Ca
nhan, nhom, tjp the, tham quan
Thudng xuyen sir dung cac hinh Ihirc khen ihuomg
trong timg gid hpc
Giao nhicu nhiem vy hon cho sinh \ icn yeu cJu
Clf the \ a phii hpp vdi mgc tieu bai hpc hon
Cai ticn npi dung dgy hpc
Giao \icn ihirimg xuyen kiem tra danh g\i, dieu
chinh kip thai, diing mirc
Nha trudni: \ a \ dvng cac chinh sach nham khuyen
khich sinh \ icn tich cue hem trong hpc tjp
Ket qua phong \ an Rat can
thi^t
n
12
34
33
13
32
14
28
II
25
8
24
10
23
23
23
%
35.29
IOO 97.06
38.23
94.12
41.17
82,35
32.35
73,5
23,5
70.5X
29.41
67.65
67,65
67 65
c i n thiel
n
8
-1
6
->-)
7
66
3
9
12
4
20
6
5
4
%
23.52
-2.94
17.64
5.88
20.58
17.65
8.82
26,5
35,2
li 76
58.82
1 ~ ( >
14
-II 76
Khong can thicM
n
14
-15
-13
20
14
4
4
5
6
7
%
41.17
-44.11
-38.23
58.x:
-41,17
11.76
11.77
1 4 "
I7,(.^
20.59
Thu bgc
11
1
2
II
3
10
4
12
5
14
6
13
7
s
9
Trang 3Co nhicu bicn phap de nang cao tinh tich cyc
n h ^ thuc cua nguoi hpc: Nhung bi?n phap tu
phia nha truong co nhirng bi?n phap doi voi
ho^i dpng d^y cua thiy va cung co nhung b i ^
phap thupc bo9t dpng hpc cua tro Sau khi tong
hpp du^c 16 b i ^ phap, khio sit tren 34 chuyen
gia, giang vien Tnrang D ^ bpc TDTT B i c Ninh
bao g ^ 10 c i n bp quan ly, 2 chuyen gia v i 22
giang vien) ve tinh can thiet cua nhiing b i ^
B i n g 2 K^t qud phdng v4n ve tinh kha thi cua cdc bi^n phdp nang cao thdi d$
t ^ gidc tfch c i ^ hpc t$p mdn LL & PP GDTC cua sinh vi§n
Tnrimg D^l h p c TDTT B 4 C Ninh (n=34)
phap nang cao thai dp ui giac tich c^rc hpc tap
cua sinh \ i e n Truong E)?i hpc TDTT B i c N inh
de tai thu dupe ket qua nhu sau:
2.2 Tinh khd thi cua nhimg bifn phdp
Sau khi \ a c dinh dupe tinh can thiet de tai
t i ^ hanh frfiong van danh c i i ve tinh kha thi ctia
9 bien p l ^ p da Ivra chpn Ket q u i phong van
dupe trinh bay a bang 2
TT
1
2
,1
4
5
6
7
«
9
C i c bifn p h a p
.\a\ dvng dpng co hpc tjp dung dan cho sinh \ icn
Xay dvng himg thu hpc tjp cho sinh vien
Cai tien npi dung dgy hpc
R ^ luyen cho sinh vien phuong phip hpc tjp khog hpc
Giam tai npi dung dn tjp thi ket thuc hpc phan
Thudng xuyen su dvng c i c hinh thiic khen thudng
trong timg gid hpc
Giam so lupng sinh vien trong mdi ldp
Giao vicn thudng xuySn kicm tra danh gia, dicu chinh
k|p thdi, dung mirc
Nha trudng xay dung c6c chinh sich nhim khuyen
khich sinh vien tich cvc hon trong hpc tjp
Ket qua phong van Kha thi
n '4
}4
7
28
25
32
s
7
6
%
100
100 20.59 82,3 73,5 94,1 23.52 20.59 17.64
Kh6ng kha thi
n
-27
6
9
2
26
27
28
%
-79.91 17,6 26,5 5,8 76.47 79.41 82.35
Thu-b j c
1
1
7
4
s
3
6
8
9 Qua tiang 2 cho thay: Ket qua phong van tinh
kha thi cua 9 bi^n phip co 5 ^ bicn phip dupe
cic giang \-ien cho l i c6 tinh k h i thi cao, d6 la
cic bicn phap( I) X.i> d\nig dpng ca hpc t^p dimg din
cho sinh \icn (2) Xay d^mg hung thu hpc t | p
cho sinh Mcn (3) Thuang xuyen su dyng cac
hinh thuc khen thudng trong timg gia hpc, (4)
Glim tai npi dung on t^p thi ket thuc hpc phin
(5) Ren luycn cho sinh Mcn phuang phap hpc
(|p khoa hpc \ 1 v^y de tai quyet djnh l^ra chpn
\a ung d^ng 5 bicn phap Ircn trong qua trinh
giang day mon LL v i PP GDTC
2 .i Ddnh gid hifu qud ede bifn phdp da l^
chgn nhdm ndng eao tinh tir gidc tich c^rc hgc
t$p mdn LL <ft PP GDTC cho sinh vien Tnrang
Ogi hgc TDTT Bdc Mnh
Dc tii ticn hinh img dvng cic b i ^ phap da
& PP GDTC cho sinh \ icn kh6a 47 khoa GDTC Trucmg D^i hpc TDTT Bic Ninh Qua trinh img dyng cac bicn phap dupe iicn hinh Uong hai hpc
ky tuong img v ^ hai hpc phan: Hpc ky 5 (tir
8 / 2 0 1 3 d ^ I2 2 0 1 3 ) v i h p c k y 6 ( t i r 2 20l4d6n 5/ 2014) Tren co so do, dc tai ticn hanh danh
g i i hicu qua vice ih^rc hicn cac bicn phip
2.3 L Ddnh gid vifc thi/rc hifn cdc bifn phdp Bifnphdp 1: \i2\ dung dgng ca hgc Igp dung ddn cho sinh vien
Myc dich, y nghia: Xay d\mg dpng c o hpc t9p dung d i n tue l i giao di^c cho c i c em biet dupe > nghia siu s i c ctia mon hpc tir d6 mdi giiip cac cm tieh c^c hpc i^p d^ ITnh hpi dupe kien thirc \ a dat ket qua cao hon trong hpc t^p Cich thirc t h ^ hicn: Danh I tiet hpc (45 phiit)
de giang gtai giiip ^inh \ icn hicu r6 v] tri cua mon
Trang 4trucmg d^i hpc La> cac vi d^i thuc te lien quan
trvc ticp den npi dung m«i bpc nhim mgc dich
giiip sinh vien thiy ro dupe vai ud ciia cac kien
thtjc ly luan trong qua trinh giing day va huan
luycn sau nay ciia cac em
Bifn phdp 2 Xdy dung hung thu hge tgp cho
sinh vien
Muc dich, y nghia: Hiing thu hpc l^p la dieu
kicn can va dii de sinh vien tu giic tich c\fc hpc
tap \ i v^y, vice xay d\mg hiing thu li co sa
vung chic phat huy tinh tu giac tich egc cho
sinh vien
Cich thiic th\rc hien: Giao vien tao ra mpt
khdng khi vui \ e vi than thicn giiip sinh vien phi
tan s\f lo lang, c ng^i ban dau Tao mdi trudng
hpc t|ip dang tin ca>, tieh eye co sv hieu biet tin
C9y giiia giing vien v a sinh vien, tao an tupng
dau tien tdt dep giup sinh vien tv tin, hiing thii
vdi mdn hpc, dieu quan trpng li thu hiit sinh vien
tap trung vao vi^c hpc t^p Ngoii ra giao vien sir
dvng giio in dicn (ii sinh dpng, hap dan, cd lien
quan trye ticp den kien thirc mdn hpc, ddng thdi
long gh^p them cic sv kicn lich sir va hicn d^i
Bifn phdp 3: Ren luyfn eho sinh vien phuang
phdp hgc tgp khoa hge
Myc dich, y nghia: Ren luycn cho sinh \ icn
phuang phip hpc t$p khoa hpc nhim giup hp
bict Id chiic qui trinh nhan thiic hgp li, cd
phuang phip hpe phii hpp vi ren luycn kha
ning tu duy cho sinh vicn
Cich thiic thye hicn: Trong gid len Idp, giao
vicn cin kiem Ua bii eu de 190 cho sinh vien thoi
quen thudng \u\cn dn bii trude khi den Idp
Trong gid hpc giio \ icn giio vien thudng xuyen
dua ra cic linh huong ed van de de smh vicn tu
duy vi lim cich giii quyC*t Thudng xuyen td
chiic cac budi semina de phii huy tinh chu dpng
sing 190 vi hinh thinh ihdi quen lim vi^c nhdm
cho sinh vien Nyoai ra Giao vien thudng xuyen
giao bii t^p \ c iih J dirdi d^g iing dyng thye lien,
yeu cau sinh vicn hoin thanh diing tiln dp vi cd
cho diem, linh vao di6m hpc trinh d^ kich thich
sy ty giac tich eye ciia sinh vien
Bifnphdp 4: Thuang xuyen sudung ede hinh
ihuc khen thuang trong timg gia hgc
Myc dich y righia: Kich thich dupe hiing thu
ciia sinh vicn ddng thdi giiip sinh vien ty giic
Cich thue thye hicn: Khi bicn s o ^ giao an, giao vien luon tinh toan d^dy thi cac cau hoi cho siidi vien khi giing bai, \ i v|iy tiudc khi budc vao bii mdi, giao vicn thdng bao cho smh \ ien ring trong bai hpc ngay hdm na\ cac cm se cd 1.2 3 co hpi cpng diem de kich thich sy chii > cd ehu djnh ciia sinh vien
Trong cac gid hpc iren Idp giio \ ien luon Iinh hoat trong each giang d^y ciia minh, khi dua nhiing cau hdi khd, mang linh irng dyng thye tien, neu sinh vien khdng phit bicu \ kien, gia \ ien cd the sii dyng hinh thirc thudng diem;
\'i du: Ai tra ldi dupe cau hdi nay se dupe c^ng hai diem vao diem hpc trinh bing each nay, giao vien se loi cudn dupe chti y ciia sinh vien vio bai giang ddng thdi I^i kich thich lu duy ciia cac em
Khi ra cic bii t^p vc nha, giao vicn can cham diem vi sdm cong bo kel qua cho sinh vien, tranh tinh tr^ng giao \ icn chi ra bii l^p ve nhi
va khong cham diem
Bifn phdp 5: Gidm Idi ngi dung on Igp thi kit thuc hgc phdn
Myc dich, y nghTa: Thay vi vi^c cho qui nhieu cau hdi va dan trai lam sinh vicn hoang mang, lo ling, vdi so lupng cau hdi it vi co trpng tim, sinh vien se ly giic vi tich cyc han trong qui trinh dn t^p
Cich thirc thy hicn:
Khi dua ra gidi hgn 6n thi, giao vicn can tinh loan dt'n nhiing ki^n thtic cot loi nhit d^ gidi hgn cho sinh vien Ddng thdi, giio vicn cQng nen dua ra nhirng cau hdi cy the, trinh tinh trgng dua ra nhiing ciu hdi chung chung vi bao him
sd lucmg kien thiic qui Idn (mpt cau h6i li c4 mpt chuang)
2.3.2 Phong vdn sinh vien ve nhung bifn phdp ndng cao ihdi dg t^ gidc lich c{fc hgc tgp mon LL vd PP GDTC
Sau thdi gian iing dyng cic bicn phip lya chpn vao thye te, dc tai lien hanh phdng vin sinh vicn kh6a 47 khoa GDTC (li nhihig sinh vicn dupe lien hanh thye nghicm) v^ hicu qua ciia cic bipn phap dupe dua vao ung dyng K^ qua phdng van trinh biy d bing 3
Qua bang trcn cd thd dc ding nh$n thiy cic bicn phip d^ lai dua ra d i dupe sinh vidn nhdm
Trang 5McmiftiwmnttTinw -sOJitfcBitTgri*
Bing 3 K^t q u i phdng v i n sinh vien nhdm thvPC nghifm ve hi^u q u i v i mijc d$ c i n thi^ ciJa cic bi^n phip da dirpic dtra vio irng dvng sau thvc nghicm (n=338)
TT
1
2
3
4
5
Cic bi$n phip
Xay dvng dpng co hpc tjp dung dan cho sinh \ien
Xay dvng hung thu hpc tjp cho sinh vien
R ^ luyen cho sinh vien phutmg phap hpc tjp
khoa hpc
Thudng xuyen sir dvng cic hinh thirc khen
thucmg uong timg gio
Giam tai npi dung on tap thi ket thuc hpc phan
.Miic dj can thiet
Rat can
%
100
95
90
92 IOO
Can %
0 •
8
8
0
Khong can %
0
0
1
0
0
Tinh hifu qua
Hifu
qua % IOO
90
92
94 IOO
Kh5ng hifu qua %
0
0
0
0
0 phip deu rat can thiet d miic tir 90% trd len va
mang Igi hicu qui cao (tren 90%)
E>c lai tiep tyc tien hanh phdng van sinh vien
khda 46 GDTC li nhiing sinh vien khdng dupe
ling dyng cic bicn phip tren vi sinh vien khda
4" GDTC Ii nhthig sinh vien dupe img dyng eae
bi^ phap trcn ve hicu qui cic bi?n phip Kel
qui phdng van dupe trinh bay d bang 4
Qua bing 4 cho thay: Nhimg chuyen bien
tich cyc ciia nhdm thye nghicm trong qui trinh
hpe tgp Ty lc sinh vien chii y nghe giing hing
hai phit biSu y kien, chu dpng hdi giio vien
nhihig dieu chua biet, ghi chep bai day dii
thirang \uyen hpc bii sau khi di hpe \ c tim dpc
cic lii licu tham khao deu ting dang ke, trong
khi iio ty 1$ sinh vien ndi lim vi$c ricng trong
gid di giim dang kc Dieu niy da danh gii
chinh xic hicu qua iing di^g cac bicn phip mi
dc til di lya chpn
Dc danh gii chinh \ac hon \c hi?u qua cac
bicn phip dc lii lien hinh so sanh ket qua hpc
igp cua cic em sinh vicn khda 46 khoa GDTC
li nhirng sinh vien khong dupe ip dyng cic bicn
phip nang cao linh ty giic tich cyc hpc tgp va
sinh vien khoa 47 khoa GDTC li nhimg sinh
iluiTt ung, dyng cac hicn phip da lya chpn De
til lien hanh thong ke ket qua thi lan I cdc dicm
chuNcn can (lO^o) diem hpe trinh ( 30*'o) va
dicm bpc phan ( 60%) Kel qua thdng ke dupe
tinh biy dbang 5: 6; 7; S
Qua bang 5; 6 '' 8 cho thay: Sau khi img
dyng cac bicn phip nang eao linh ty giie tich
eye hpc tgp m6n I > lugn vi phuang phip
GDTC cho sinh vien dgi hpc khda 47 trong hai hpc phan, ket qui hpc Igp cua cic em da c6 sy cai t h i ^ dang ke, ty tc diem xual sic, gidi, khi, trung binh ctia sinh vien kh6a 47 deu cao hon
so vdi khda 46, ngupc lgi ty lc diem ycu, kem ciia sinh vien khda 46 cao hon so vdi khda 47 D$c bict, so lupng sinh vien nghi hpc qua budi
vi khdng dii dieu kicn thi cua kh6a 47 li 5.6%
da giam hin so vdi khda 46 (11.2%) dieu dd ehimg Id thii dp ty giic ctia sinh ven khda 47 lot hon sinh vien khda 46
Nhu \ ay qua so sinh kcl qui hpc tgp ciia sinh vien hai khda 46 va 47 cho thay, gii trj X' deu Idn hon y 488 (Dp ty do (DTD) =4) chimg to sy khic bict cd y nghTa d ngudng xic suat P< 0.05 didu niy cho thay nhirng bicn phip mi de tii dua ra cd hicu qua ddi vdi vi^c nang cao tinh ty giic lich cyc hpc tgp mon ly lugn va phuang phip GDTC cho sinh vien The hicn giin tiep qua ki*t qua hpc Igp ciia cic em khoa 47 tot han
so \di khoa 4(i
K^T L U A N
<5ua trinh nghien ciiu da lya chpn dupe 5 bicn phap dupe cho ring vira c6 linh ciin thi^t Igi vira cd linh khi thi nhim nang cao linh ly giac tieh cyc hpc tgp mdn LL va PP GDTC cho sinh vien Trudng Dgi hpc TDTT Bic Ninh Dd
la cae bicn phap:
{I) Xay dyng dpng co hpc Igp diing din cho sinh vien;
(2) Xay dyng hung thii hpc tgp cho SV; (3) Ren luycn cho smh vien phuang phip hpc
Trang 6Bang 4 Oinh g i i y kien phin hoi cua sinh vien thii d$ t\f giic tich cvc trong m6n hfc
LL v i PP GDTC
TT
1
t
3
4
5
6
7
s
9
ID
11
Cau hoi
Trong gio hpc mon LL, em co chii
y nghe giang khong?
van de chua hieu khong'.'
Em CO phat bieu y kien khong?
Em c6 ghi chip bai day du khong?
hpc
Em c6 tham gia tranh lujn voi cac
ban ili lam sang to van de lien
quan den bai hpc mon LL khong?
Em ciS on bai sau khi di hpc \ c
khong?
Em c6 hpc bdi mioc khi ten I6p
khong
Em diufmg hpc mon LL vto thdi
diem nao
Em c6 tham khao tai lifu khic d^
b6 xung kien thuc cho mon hpc
na\ khong?
So \ ai cac mon hpc ly diuyet khae,
em dau tu vao mon hpc nay nhu
the nao?
Tra loi
Thuang xuyen Thinh thoang KJiong bao gio Thudng xuyen Thinh thoang Khong bao gia Thuang xuyen Thinh Ihoang Khong bao gid Thuang \iiyen Thinh thoang Khong bao gid Thudng xuyen Thinh thoang
k Iiong bao gid
i hudng xuyen Thinh thoang Khong bao gid Thudng xuyen Thinh thoang Khong bao gid Thudng xuyen Thinh thoang Khong bao gid Sau khi hpc tren Idp vc
Trude khi thi vi'i hom
Tnrdc Ithi thi mpt vai tuan Vdo thdi dicm khae Thudng xuyen Thinh thoang Khong bao gid Nhieu ban llhon
SV khoa 4(1 (n'.'6.-l
So lupng
298
65
0
19
42
302
40
89 :.i4
301
50
12 : i 12
310
5
7
351
21
4 : JUU
12
20
331
22
2.S"'
4h
K
U
0
363
90
21
252
T > l f
%
H2.I 1~.9
0
5 23 11.57 83.2
11.02 24.51 64.47 s:.92 13.77 3.31 5.78 8.81 85.41 1,37 1.9.1 96.59 5.78 11.57 82.64 3.31 5.51 91.18 6.1
79 12.7
2 2
0
0 IOO
24 79
5 7K
869 41
SV kh.u 47 (n=.13Sl
So lupng
318
20 (1 7S 14:
118
56
250 12
320
10
K
0
21
317
45
71
222
99
234
5
69
218
51
24
86
174
54
3
255
79 -101
s
T>ic% 94.1 5.9
0 17,2
42 1 -14.9 14.6 73.9
95 94.6
29
24
0 6.2 93.K I3 1 21.1 55,6 29.1 5') 2
1 5
20 4 64.5 15.1 7.1 25.4 51.5 15.9 0.8 75,7 23.5 89.1
14
Trang 7MiiHnMiirrBinEnM -sdeAcBiCr/zeu
a
>
y
a
E
Jr
3
e
C
• a
-•a
-es
3
js
c
=°
-
,=
-f
==
-'
=°
r*
ss
X
^'
£
'7
=1
#
f
^
^•
S
3C
X
-*
'S
-T
r t
-( N
oc
=
•c
Z 1
-r
X
r i
-X
" •
£
- T
-O^
• *
?
X
sC
X rr-'
• * II
-^ " • •
3C
X
<N
O
•^
—
^
s
o
( N
s D
^
v
3C
r i
1^'
oc
r-'
£
c
-o -c
T
-
- T
i r j
r j
r-i
I N
i
3
2 -^
"
^ 1 !
y
X
3
>•
C
Zl
3
2
-• -• a
^
-^
p-I
S?
• T
5?
jS
r-S!
' S5
H-r
~
X
3
- T
_
«o
f -r
cc'
T
QO
M-l
- T
^'
f
X
>/~l
v !
-g
-• ^
yf\
X
-r
X
X
Z:
-r
5^
-^
r ;
5,
x :
r i
• n
d
o
c
r i
0 0
4
- T
o-If,
r i
r o
\o
o
d
< N
ON
0 0
1/^
i n
00
r-i
r-
•7-=
•X
a-
r-r 1
Trang 8!?
^
C -«
<• 3
X
_
•y
.c
~
• ^
E
3
f
e£
^
w
' X t
>r
5S
J?
5?
• ^
S?
S?
J?
fS
~
_—
s ,—
^
y
-• ^
r j
-"^
3
<;
T
r i
'•r-l
—
1
_
^
• T
^
«n
f n
• ? ^
• O ' ^ '
W",
m
~
DC
r - i
~
^'
r-' T
_
q
»n
o
X
—
• ^
P
3C
T ^
_- "
12 ^
r-rr
«-
_
X
r^
—
r^
£:-T
r - ]
~
T
N C
-r
^-I
• T ,:S
._.
«-^'^
v^
m r^
• ^
S
•X
oc
n
^
3 C
T T
—
r-t^
T
• ^
X,
'-t ^
•5 r*-
5 ^
1
E •a ^
£
u
m
u
£
Q
f
^
t
O
n
'iB-Q
u
£
Q
MB
C
I S
• 3
• 3
U
S
u
J C
c
E
c
>ra
M
O
CO
od
O)
m
^
X
X
^ i :
^
E
•X
3
MO
J 3
E
e
3
fi
£
^
•o
u
>« EM
y
S?
_
?S
s?
' d
5?
^
s?
O
c x:
B
, e
— 6
t n
«
"
X
ro
^^^
so
oc
• ~
r-so
—
t-I
;;:
3 C
—
^
^^:
«-[
^
3C
• ^
r - l
^ C
O
-r-~
r-l
o
^
5
•^^
r^
i >"
1
U - ;
X
r-M
WO
0 0
r^
r~ r^
o
r-l
CT-«
o
- T
OC
yr
d
"'
r i
r i
^
wo
• c
X
r-l
r i
r t
3 ^
„_ r-l
O N
r T
r J
- T
OC
'^-^
^ 5
176
Trang 9T^ gidc hpc t$p \i m^t trong nhirng ydu c l u quan trpng giup sinh vJ6n c6 kdt qud hpc t$p t6t
cdc m6n ly thuydt n6i chung vd mon Ly lu^n vd phipomg phdp GDTC ndi riftng
(41 Thudng xuyen sii dyng cdc hinh thiic
khen ihuong trong gia hpc;
(5) Giam tai npi dung on t^p thi ket thiic
hpc phan
Ket qua nghien cuu dupe tJmg dyng vdo thye
ticn giang d^y \a danh gia hi^u qua thong qua
thye nghicm Kel qua thye nghicm cho thay
nhimg bi?n phap md de tai lya chpn co gid trj
trong vi?c nang cao thai dp ty gidc tich eye hpc
l9p mdn l.\ lu^n va phucmg phap GDTC cho
sinh \ icn Trudng D^i hpc TDTT BSc Ninh
TAI ufu THAM KHAO
1 D$ng VQ Ho^t (1991) .\foi so van de vc
hem tra ddnh gid th thue sinh vien, iiuo trinh
xcmina \e ly lugn dgy hpc
2 E>6ng Van Tri?u (2006), "U'ng dyng nhom
phuimg phap dgy hpc mon Ly lugn va phirong
phap TDTT a Trucmg Dgi hpc TDTT:, lugn dn
tien \ikhoa h(K-gido dgc, Vigi Khoa hpc TDTT,
Ha Npi
3 E)$ng Ba Lam (1995), "Cdc phuang phap
kicm tra \a danh gia trong giang dgy dgi hpc"
De tui nghien euu khoa hge cdp ca sdr, Vi?n
nghien cim phdt then gido dgc
4 Lc Dirc \ y p c (1996) Kicm tra - ddnh
gid Inmg giang dgy dgi hge, Dgi hpc quoc gia
5 Nguyen NyoL- Bao (1983) "Mpt vai suy nghl \c khai nt?m tinh tich cyc tinh dpc Igp
nhgn thiic va moi lien h? giira chung", Thong lin
khoa hgc gido dgc, Vi?n KHGD Hd Npi
6 Truong Xuan Dung (2010), "Nghien cihi mpt so gidi phap nang cao chat lurpng gur ty hpc mon Ly lugn va PP TDTT cho sinh vien
Truong Dgi hpc TDTT Bdc Ninh", de tdi
nghien ctru khoa hgc cap ca s('r Trucrng Dgi
hpc TDTT Bic Nmh
7 V6 Tlii Ngpc Chau (1999) "Nghicn ciru nhu cau Ihanh dgt \a quan h$ ciia n6 vdi tinh
tich cyc nhan thiic ciia sinh vien" Lugn vdn thm
si khoa hgc chuyen ngdnh tdm ly hgc Ha N m
(Bdi npp ngdy 15/10/2()14, phan bi^n ngdy 6/11/2014 duy^t in ngdy 25/11/2014i