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VANHGMGI&VAY
O PGS. TS. VUON G DUON G MINH '
Ddnh gid gid dgy (DGGD) cuo gido vien (GV)
cd nhieu y nghTa ddi vdi cdng tdc qudn li,
bdi dudng vd ddo tgo GV. Vi vdy, ddy Id
ndi dung dupe chu y trong li ludn vd thye tien gido
dye (GD). «DG Id qud trinh hinh thdnh nhdng nhdn
djnh, phdn dodn ve ket qud cdng viec, dya vdo sy
phdn tich nhung thdng tin thu dupe, ddi chieu vdi
nhung myc tieu, tieu chudn dd de ra nhdm de xudt
nhung quyet djnh thich hop de edi thien thye trpng,
dieu chinh vd ndng coo chdt lupng vd hieu qud
cdng viec" [1 ]. Djnn nghTa tdng qudt tren ed the
dp ayng dupe vdo DGGD cuo GV tren Idp hpe.
1. Cdc bude tien hdnh EX5GD
Theo djnh nghTa tren, DGGD Id mdt qud trinh,
gdm ede bude: 1) Nghien cuu trudc bdi md GV se
day; 2j Thu thdp thdng tin ve gid dpy eua GV thdng
quo mdt sd hinh thue: dy gid vd quan sdt gid day,
ddc biet Id quan sdt HS, nhdn thdng tin ngupc tu
HS (bdng hinh thue kiem tro HS, trao ddi vdi HS),
nghe y kien cuo GV dgy, thom khdo y kien nhdn
xet cua ngudi khde ve gid dgy; 3) Ddi chieu vdi
nhijng tieu chi DGGD (ed the cho diem theo tung
tieu chi); 4) Nhdn xet ve chdt lupng gid dgy, nhijng
uu diem, nhupc diem edn khde phye (ed the xep
lopi gid dgy theo ede muc: gidi, khd, trung binh,
kem). Ngudi dgy vd ngudi dy gid, tuy theo vj tri
cua minh, duo ra nhung quyet dinh rieng.
2. Tieu chl DGGD
Khi DG phdi ddi chieu vdi nhung tieu ehi, dieu
dd dupe the hien d bude 3) trong guy trinh tren.
Trong thye te cd nhieu he thdng tieu ehi DGGD. Bdi
viet de xudt mdt he thdng tieu chi xudt phdt tu quan
niem: Moi gid dqy Id mpt mdt xich cua mpt qud
trinh DH, the hien mdi quan he giua myc tieu, npi
dung vd phuong phdp dqy hgc (PPDH). Mat khde,
aid dqy cdn duoc xet tren quan diem hoqt dpng
hda nqudi hgc, vdi nghTa Id tdchuc cho ngudi hgc
dugc hgc tap trong hoqt dpng vd bdng hoqt dpng
mpt cdch tich eye, chu dpng vd sdng tqo.
Sou ddy Id he thdng tieu chi DGGD (kem theo
lupng hdo bdng diem so theo thong diem 20):
Muc tieu (2 diem): (1) Xdc djnh dung, du myc
tieu vd myc tieu trpng tdm (1 diem); (2) Quy trinh
DH dd hudng dupe vdo myc tieu vd myc tieu trpng
tdm dd (1 diem).
Tap chi Giao due so 23 7 (ki i • 5/201 o)
Npi dung (6 diem): (3) Ndi dung dupe sdp
xep theo mdt cdu true hpp li, logic (3 diem); (4)
Ndi dung dupe truyen thy ddy du, chinh xdc vd
trpng tdm (3 diem).
PP(12 diem): (5) Lyo chpn dupe cdc PPDH,
phu hpp vdi ndi dung, trinh dp HS vd dieu kien
DH, trong dd ed PP dupe uu tien (2 diem); (d)
Thiet ke mdt he thdng hopt ddng cuo HS cd chdt
lupng tdt phu hpp vdi PP dd lyo chpn (2 diem);
(7) Dieu khien HS tien hdnh cdc hopt ddng mpt
cdch tich eye, chu ddng, sdng tpo (4 diem); (8)
Su dyng hpp li ede phuong tien DH (2 diem); (9)
Trinh bdy sdng sua, gpn gdng, diin dpt tdt, dpng
tdc, dung vd di chuyen hpp li (2 diem).
Gidi thich ede tieu chi:
Tieu ehl (1) ddi hdi phdi cy the hda myc tieu
DH ndi chung vdo bdi dgy cy the ve kien thuc,
kT ndng, tu ouy vd thdi dp. Myc tieu trpng tdm
Id nhCrng kien thue, kT ndng giij vj tri quan trpng
trong he thdng kien thue, KT ndng mdn hpe md
HS cdn phdi ndm vung; Id nhung yeu to tu duy
vd phdm chdt tinh cdch edn dupe hinh thdnh
cho HS vd cd dieu kien Idm ndi rd d bdi hpe
ndy. Cdch tdt nhdt de xdc djnh myc tieu Id hoqt
dpng hda myc tieu, nghTa Id bieu thj myc tieu
bdng nhung hopt ddng md HS phdi thye hien
thdnn cdng. Hopt ddng hdo myc tieu se gpi ra
PPDH, biet cdch to chuc cho HS hopt dpng,
ddng thdi biet dupe cdch thuc kiem tro xem
HS ed dgt dupe myc tieu dd hay khdng. Tuy
nhien, viec hopt ddng hdo myc tieu khdng phdi
lue ndo cung Idm dupe, nhat Id ddi vdi nhiJng
myc tieu thudc ve thdi dp.
Tieu chi (2) ddi hdi sy dn khdp giua myc tieu
djnh trude vd qud trinh thye hien gid dpy dupe
nhin mdt cdch khdi qudt.
Ve tieu chi (3) vd (4): Ngudi dgy ed the cdu
true Igi ndi dung khde vdi sdch gido khoa nhung
phdi ddm bdo tinh khoa hpe. Myc tieu DH cd tfnh
todn dien nen ndi dung DH (dpy edi gi?) phdi
phdn dnh dupe tfnh chdt dd, khdng chi day kien
thue, kTndng md phdi dgy cd nhung phuonq thuc
tu duy, nhijng kien thue Idm nen tdng cho tu
' Tnrcfng Bai hpc sir pham Ha Npi