Mdt sd chu y trong ede khdi niem t r i n day, do la cdch nhin tdng the ve cdu true lien ngdnh eiia npi dung ddo tao de cau true chuang trinh; muc tieu dao tao phdi hUdng t d i Id hinh th
Trang 1LAP K [ HOACH DAY HOC TIEP CAN TICH HOP TRONG DAOJAO
NGHt-Nhung kinh nghiem thiyrc tteh
ThS Hd Ngoc Vinh - Dodn Thanh Hda - Nguyen Thj L i l u
1 Bat van de
Lap kehoach dgyhgc tiip can tich hgp trong dao
tgo nghi cd ca sd tU tinh chdt tich hgp cua ngi dung
khoa hgc ky thugt, tC/dinh hudng hinh thanh vaphdt
tnin nang ii/c cho ngudi hgc vd tC/md hinh dgy hgc
djnh hudng hdnh dgng Ve mat phap tykihogch dgy
hgc tiip cdn tich hgp dugc soan theo mau gido dn
tieh hap duac quy dinh trong quyet dinh 62/2008/
QD-BLDTBXH
Nhieu ndm qua, Tdng Cue Dgy Nghe da md nhiiu
ldp bdi dudng giao vien vi dgy hgc tich hgp, hudng
dan sogn gido dn tich hgp Tuy nhien van eon do
nhQng ban khoan thde mdc cOa gido vien ve sogn
vd thUc hiin gido an tich hap trong thUc te
Bdi viet ndy di tim tdi giai ddp nhi/ng thde mde
ndi trin, ddng thdi muon cung gido vien cdc ca sd
dgy nghe nhdn thUc igi ve suphgm tich hgp vd dgy
hge tieh hgp
Trudc khi ndi vi bien sogn gido dn thuc hdnh
theo tiip can day hgc tich hgp, thiit nghi can thong
nhdt mot so vdn di ca bdn vi ca sd iy lugn sau:
2 Co sd ly luan ve sU p h a m t i c h h ^ va day
hpc t i c h hpp
2.1 Khdi niim ve tich hgp
Thuat ngU tich hpp dUpc sQ dung tU lau trong
giao dye va ddo tao Mdt each khdl qudt nhat, tieh
hpp dupc hieu la: sptfch luy, su hpp nhat, su nhat
t h l hda ket tao thanh ddi tupng mdi Tfeh hpp la
mdt nguyen tde cOa sU phdt trien va cau true npi
dung edc khoa hpc N g u y i n tdc ndy chi phdi qua
trinh dao tao tQ viec phat tnen chuong trinh tdi
td chQc thuc hien va kiem tra ddnh gia thdnh tich
hpe tdp eua hpe sinh trong qua trinh dao tao Cd
cae k i l u chuang trinh tich hpp sau:
-Tfch hpp da mdn (Multidisciplinary Integration):
Cde cdch tiip can tich hgp da mon tap trung trudc
hit vao cdc mdn hgc Cdc mdn Hen quan vdi nhau cd
chung mdt dinh hudng ve ndi dung va phuang phdp
dgy hgc nhung moi mdn igi cd mgt chUc^g trinh riing Tich hgp da mdn dugc thuc hien theo cdch to chdc cdc Chudn titcdc mdn hgc xoay quanh mgt chd de,di tdi, dudn, tgo diiu kien cho ngudihoc vdn dung tdng hgp nhOng kiin thUc cua cdc mdn hgc co Hen quan.Trong tich hgp da mdn lgi cd cdc kieu tich hgp trong ndi bd mdn hgc; tich hgp kieu idng ghep v.v
-Tfch hpplien mdn (Interdiciplinary Integration):
Theo cdch tiip can dch hop Hen mdn, gido vien to chdc
chuang trinh hgc tap xoay quanh cdc npi dung hgc tap chung: cdc chu di, cdc khdi niim, cdc khdi niem
va kl ndng lien ngdnh/mdn Hg kit noi cdc ndi dung hgc tap ehung ndm trong cdc mdn hgcdenhdn mgnh cdc khdi niem vd ky nang lien mdn.Tich h(3p liin mon cdn duge hieu nhuld phuang dn trong do nhiiu mon hgc lien quan dugcketigi thanh mdt mdn hgc mdi vdi mgt he thong nhdng chu dinhdt djnh xuyin sudt qua nhieu cdp ldp
Tich hop xuyen mdn (Transdiciplinary
Integration): Trong cdch tiep can tich hgpxuyin mdn,
giao viin td chUc chuang trinh hgc tap xoay quanh edc vdn de vd quan tdm cOa ngUdihgc Hgc sinh phdt triin cdc kinang song khi hg dp dung cdc kindng mon hgc va lien mdn vdo thi/c ticua cupc song Hai con dudng dan den tich hgp xuyen mdn: hgc tap theo dU
an (project-based learning) va thuang iugng chuang trinh hgc (negotiating the curriculum)
- Theo Xavier Roegiers: SU pham tich hpp Id mdt
quan niem ve qua trinh hpe tap, trong d o toan bd qua trinh hpe tdp gdp phdn hlnh thanh d hpc sinh nhQng nang iUc cu the ed dU tfnh trude nhQng dieu k i l n can thiet eho hoe sinh, nhSm phue vy eho eae qua trinh hpe tap sau nay hoac hda nhap hpe sinh vao cupc sdng lao ddng Cung theo hudng tfch hop DHCKH vdi CN, gdn hpc vd hdnh, Xavier Roegiers eho rdng gido due nhd trUdng phdi chuyen tU don thuan day kien thUc sang phdt trien d HS cdc nang lUe hanh dpng, xem nang luc (competence) la khdi niem eo sd" cua khoa sU pham tich hop (pedagogie de ilntegration)
Trang 22.2 Khdi niem ve dgy hgc tich hap
Theo djnh nghTa eua NCREL ngudn HTTP://
W W W n e r e l o r a / S d r s / a r e a s / S t u d e n t / a t 7 l k 1 2
ht: "Day hpe tfeh hpp hay day hpc theo chQ de
(thematic fntruction) la each t i l p can lien nganh,
theo d d eae ndi dung gidng day dupe trinh bay
theo eae de tai hoac chd de Mdi de tai hoac chii de
dupe trinh bay thdnh n h i l u bdi hpc nhd de ngUdi
hpe ed thdi gian hieu rd vd phdt trien edc mdi lien
h i mcrt nhQng gl hp da b i l t vd trdn trpng "
Day hoc tfeh hop edc khoa hpc dupe UNESCO
dinh nghia la mpt each trinh bay eae khdl niem
va cdc nguyen ly khoa hpe, tranh nhan qua manh
hode qud sdm su sai khac giiifa cae linh vuc khoa
hpc khde nhau Ngodi edc hoat dpng rilng I I can
ed hoat dpng tieh hpp sU dung phdi hpp kien
thUe, ky nang, thao tac da linh hdi mpt cdch rdi rac
vao gidi quyet van de
Trong bai v i l t Mpt sd van 6e ve day hpe tieh
hpp trong dao tao n g h i ddng tren Tap chi Gido
dye, da nhan manh: Day hpc tfch hpp trong dao
tao n g h i Id day hpc dinh hudng vdo muc tieu hlnh
thanh nang lue thuc hien eho ngUdi hpe, dam bdo
sU van dung k i l n thQc, ky ndng vd kinh nghiem
can t h i l t trong cdc hoat dpng tdng hpp de gidi
q u y l t edc nhiem v u hpe tap; (cdng viec hpc tap)
mang tinh dUdn, giai quyet tinh hudng
Cd nhieu mUc d p eua day hpe tieh hop, tieh
h c ^ trong ehuong trinh, tfeh hpp trong bai, tfeh
hpp todn d i l n
Tieh hpp trong ehUOng trinh dupe the hien
trong vile bd trf eae mdn hpe, Md dun trong cdc
hpe ky, nam hpe, dam bdo mdi lien he giQa cac
mdn 'MH"chung MH eo sd ngdnh, MH ehuyin
ngdnh ; mdi lien he giCra cdc MH vdi cde M d d u n "
MD'; giQa ly t h u y l t vdi thue hanh
Bdi vdi day hpc cae M B ndng lue, Tieh hpp
trong MD ddm bao moi l i l n he giQa eae de myc
trong MD d mQc dd nay khi thpc hien cdc MD,
ed t h l day ly thuyet eiia MD trude sau dd to chUc
hudng ddn luyen tap/ thuc hdnh
Tfch hpp trong bai trong edc MD, ddm bdo mdi
lien he giUa Ly thuyet chuyen mdn va thuc hdnh/
luyen tap Cd the day ly thuyet cdn cho viec thuc
h i l n n h i l m v u / cdng viee trUde sau d d t d chUc
thue hdnh/ luyen tap
Tieh hop todn dien 6 mUc d p nay, ngUcfi ta phdn tfch quy trinh thanh cde n g u y i n cdng/ bude
Vl d y : tien bde g d m ed edc bude: ehuan bj; khda mat ddu, tien cdc mat bae Xde dinh tri thQc, ky ndng, thai d p can cd de thuc hien nguyen edng/ bude, sau d d t d chQc day ly t h u y l t cOa Nguyen edng/ budc cdng nghe trUde rdi t d ehUc thuc hanh/ luyen tap Phuong an nay trong thUe te day thuc hdnh it sU dyng, bdi qua ehi tiet, tf mf; vun vat hda ndi dung, eau true cde hoat ddng day hoc eung vl the t r d nen phQc tap khd thuc h i l n
K i t thiic hpe tap mdi tieu ky nang trong eae bai, ket thiie mdi MD bao gid eung ed k i l m tra, danh gia Ngudi hpc chi dupe p h i p hpc ndi dung tiep theo khi k i t qud kiem tra ddnh gid thanh tich hpc
tap eiia hp dap Ung 6ugc cdc heu ehi theo ehuan
eiia ndng lUe
Mdt sd chu y trong ede khdi niem t r i n day, do la cdch nhin tdng the ve cdu true lien ngdnh eiia npi dung ddo tao de cau true chuang trinh; muc tieu dao tao phdi hUdng t d i Id hinh thdnh edc nang iUc thue hien cho ngudi hpc
Mudn thue h i l n bai gidng thuc hanh theo tiep edn tich hpp can lap ke hoach giao an ed cau true logic tien trinh, eau true hoat ddng day hpc
vd phuong phap kiem tra ddnh gia the hien dUpc triet ly day hpe djnh hUdng nang lpc thuc hien, day hpc tieh hpp
Vile gdn k i t hCfu co giQa day ly t h u y l t va day thuc hanh trong cac MD, trong eae bai, hoac trong cae nguyen edng chi la each thQc/ bien phap thuc hien ndi dung bai gidng ly t h u y l t / thpc hdnh theo tiep can tieh hpp
Be tranh vyn vdt, khd thpc hien, mdi nguyen
cdng hoae bUdc cdng viec cd the 6\igc tdch ra
thanh mdt t i l u ky nang khi nd tuong Ung vdi mdt cdng viec, ed m d t quy trinh thue hien, cd sdn pham trung gian, cd kiem tra ddnh gid Vi du khi
c h l tao mdt chiec true Cd the ed cde nguyen cdng
t i i n true, phay rdnh thl tuong Ung cd the tach tien true, phay ranh thanh cdc tieu ky ndng khac nhau d l lap k l hoach bai gidng
LUu y bdi gidng thUe hanh g d m ndi dung iy thuyet thuc hdnh, ddm bdo cho ngUdi hpe sau khi ITnh hpi ed khd nang thue h i l n tron ven mpt cdng viec theo ehuan, hay c d dupe mdt ky nang nhat dinh Viee soan gido an ed the soan gido an ea, hode gido an bdi
Trang 33 Lap ke hoach day hpc theo tiep can tich
hpp gom mpt so npi dung sau:
Nhgn dgng cdc kieu bai dgy hgc trong mddun,
xdc dinh ten bdi
ChQ y l u la eae bai vdi mue t i l u hinh thanh
nang lue thUe hien, cd ly thuyet va thpc hdnh idng
ghep, cdng viee ed tinh chat tinh hudng, d u dn
Ten bdi lay trong chuong trinhddo tao da dUoe bd
LBTBXH &TCDN ban hanh
Aid ta muc tieu hgc tap
Cd the md td nang luc thuc hien edng viee;
Cd the m d td mue tieu hpe tap theo cau triie
npi dung gdm: myc tieu kien thQc, mue tieu ky
nang va myc tieu thdl dp theo each phdn loai cde
mUe do ciia Blooom
Xdy dUng npi dung
Tich hpp ndi dung trong dao tao nghe la spket
hpp mdt edeh hQu eo, cd he thdng ede k i l n thUe
ly thuyet can thiet lien quan (mdn chung , eo sd
ngdnhi ly t h u y l t chuyen mdn) va ky ndng thue
hdnh n g h i tUong Ung thdnh mdt npi dung ky
nang nhat djnh, nham dem den eho ngudi hpc cae
nang lUc thuc h i l n cdng vile, nhiem vu cy the
Trong day hpc tich hop kien thUc ly t h u y l t
dupe hpe d mUe dp can thiet dii de hd trp cho vile
hinh thanh va phat trien edc NLTH Ly thuyet va
thpc hdnh dupc day va hpe tieh hpp vdi nhau Cdc
hpc lieu dupe soan thdo va chuan bi thich hap vdl
ede NLTH
- Npi dung ly thuyit
+ Kien thQc ve n g u y i n v a t lieu, phdi lieu
dau vdo
+Kien thUc de ehpn dyng cu, t h i l t bi thpc hien
ky nangva kiem tra
+ Kiln thUc d l tinh toan va phan tteh cdc thdng
tin dau vdo
+ Kiln thUc ve sU dung dung cu va ky thudt
thuc hien thao dpng tdc
+ K i l n thUe de dam bao an todn lao ddng
-Npi dung thue hanh
+ Theo npi dung cdc bUdc, cdc nguyen cdng
trong quy trinh thue hien cdng viec
Xdy dung cdu true bai gidng tich hop
- Theo mdu chung: ddn nhgp, dgt vdn di, gial
quyit vdn di, kit thuc vdn di
- Chu y tdi cdc tieu ky nang
- Hogt dpng hgc tap ly thuyit, thi/c hdnh gidi quyit vdn di d moi dan vi cdu true ndy
- Trong xay dung cda true cOa bdi tich hgp con phdi chuy tdi cdu true cua dgy hgc dinh hudng nang luc thuc hien
DUkiin hogt dpng phUcfng phdp dgyhgc
- Theo mau hoat ddng hinh thanh nang lUc
- Djnh hudng tich a/c (Idy ngudi hgc iam trung tdm)
- Djnh hudng phuang phdp du dn, tinh huong, gidi quyit van di
Chudn bi diiu kien tbUc hien
4 ThUc hien bai tich hpp
(1) Tuyin bomuc tieu (dan nhgp) (2) T6 chUe eho ngudi hgc nghien a!fu nhi^g ly thuyit lien quan din viec thuc hien ky nang
Viec n g h i i n cQu ly thuyet ed t h l dpa tren m d hinh, ban ve, vdt that hoac trong cdc tdi lifu ky thudt thdng qua thdo luan cua ngUdi hpc hoac thdng qua viec trao ddi ciia ngudi hpc vdi giao v i l n
(3) Hudng dan thUc hiin ky nang
Cd n h i l u each khae nhau 6e gido vien hUdng
dan ngudi hpe luyen Cdch dupc giao vien sQdung phd bien hien nay la giao v i l n lam mau de hpc sinh quan sat, bat ehudc va lam theo Tuy nhien, khdng phdi ky ndng ndo cQng bdt bude giao vien phdi lam Tnau, giao v i l n cd t h l sQ dyng phieu hudng dan thue hien va phieu kiem tra qua trinh
d l hudng dan ngUdi hpe thue hien ky ndng Mdt
sd ky ndng ngudl hpc cd the hpc dupe bdng each lam thQ vd sai Vdi cdch hpc nay, giao v i l n t d ehUe eho ngudi hpc tU thUe hien ky nang vd neu hp Idm sai d lan trude thl hp se thpc h i l n lai den khi thue hien dung ky ndng
(4) To chdc thuc hdnh tUng budc co hudng dan
va thuc hanh dpc lap
Tuy vao d i l u k i l n va tQng ky ndng ey the ma gido vien cd the t d chUe eho hpe sinh thuc hanh ddc lap hoac thUe hanh theo nhdm ddi Giao vien nen phdt ban quy trinh thUc hien kT nang hudng dan ngudi hpe thUe hanh theo phieu hudng ddn
MQc 66 quan sdt va ehi dan cQa gido vien se gidm
dan qua tUng giai doan Ben cudi giai doan thpc hanh dpc lap, hpe sinh da cd t h l thuc h i l n dUpc ki ndng theo diing cae t i l u ehuan ve ky thudt vd thdi
Trang 4gian Giao vien can danh gia sU thUc hien eCia hpc
sinh d cudi giai doan ndy de ed the chuyen sang
bai day kT ndng khde
(5) Hudng dan ti/ddnh gid
Gido v i l n to chQc vd hUdng ddn ngUdi hpe
ddnh gia dUa tren eae t i l u chi vd chf sd ve san
pham Cdc t i l u chf dUpc sQ dung 6e ddnh gia bao
gdm: ndng xuat lao ddng, chat lUpng sdn pha'm,
nguyen vdt lieu vd thiet bj sUdung, viec dam bdo
an todn trong qua trinh thue h i l n edng viec Giao
v i l n cd the sUdung phieu danh gia quy trinh vd
phieu danh gid sdn pham 6e hUdng dan hoat
dpng t u danh gid cua ngUdi hpe
LUuy
Cau true ciia giao an tfch hpp dupe xay dUng
t r i n CO sd eau true day hpc djnh hudng nang luc
thuc h i l n , cdu true gidi quyet van d l Cae phuong
phap day hpe phu hpp vdi bdi gidng tich hpp la
kieu phuang phdp phQc hop nhU: Phuong phap
tinh hudng, phUOng phdp lam vile trong va bdng
d u an, phuong phdp bdn giai doan, sU dung phieu
hudng dan
5 NhuTng dieu can ban
Mpt trong nhQng ndi dung quan trong khi ldp
ke hoaeh gido dn id phdi xae dinh logic tien trinh
cua bdi day Trong bdi v i l t "tQ ndi dung den hoat
ddng phuong phap" ddng tren tap ehi giao chUc
sd thang 7 nam 2015, tac gid eho rdng logic tien
trinh ciia bdi day 6ugc xae djnh t r i n co sd ciia cau
true ndi dung - sU phat trien cQa ndi dung va logic
cCia nhdn thUe Va tU logic t i i n trinh ket hop vdi m d
hinh day hpc, triet ly day hpe, giao vien xac dinh
cac hoat ddng day hpe, phuong tien day hpc va
thdl gian eho cdc tinh hudng day hpe
Logic t l l n trinh trong mau giao an tieh hpp
duoc xdy dung t r i n co sd cQa logic gldl quyet van
de, cd cae bUde sau: Dan nhdp - neu van de - giai
quyet van de - ket thue van d l Theo eau tnic Logic nay, giao vien khi soan giao an, khdng thay
rd dupe nhCJfng viee can phdi lam, do khdng phdn anh eau true ndi dung, quy ludt cua sU phdt trien
ky nang, ky xdo, triru tupng dan d i n khd khdn cho giao v i l n khi soan giao an, cho dii sau dd ed hudng dan soan giao dn tfeh hpp trong dd phan gidi q u y l t van de ed eae muc tieu ky ndng trong cdc t i l u ky ndng ed eae phan: ly thuyet ciia tieu ky ndng, luyen tap hlnh thanh tieu ky nang
Do vdy edn phdi thdng nhat d diem sau: Bdi vdi gido dn thuc hanh e d s u gdn bdhCtu cogiQaLy thuyet cCia ky nang vdi luyen tdp thi cau tnic logic tien trinh mdt mat phdi phdn dnh dupe eau true cda ndi dung ly" thuyet, mat khde phdl phdn anh dupc quy ludt eua sU ndm vCmg va van dung ede
ky nang ky xdo, cdng viee phdi thue hien dupe, dap Ung cdc tieu ehi ddnh gia Qng vdi ehuan nang lue dd.TQc Id t r i n co sd ITnh hpi tri thQc cQa ky ndng, luyen tap giai quyet nhiem v u / cdng viec ma ngUdi hpe ed dUOc ndng lUc Cung xin lUu y rdng
de ed ky ndng, nang lue viec l u y i n tap khdng chi
dien ra mdt Idn ma cd the nhieu lan tuy vdo nang luc nhdn thUe, xu hudng va tU ehat ciia ngUdi hpe Ben eanh dd, khi xdc dinh cac hoat ddng day hoe Qng vdi cac budc day hpe tUe logic tien trinh can phdi dua vao m d hinh hpc tap djnh hUdng hoat dpng Cae hoat ddng day hpe phdi phdn dnh dupc logic ciia gidi quyet van de/ n h i l m vy/ cdng viec hpc tap; bdi chi cd tren co sd cQa hoat ddng tfeh cue cQa ngudi hpe, ITnh hdi k i l n tri thUe, luyen tap thuc hien edng viee tdng hpp ngudi hpc mdi phdt t r i l n dupc ndng lue theo chuan dat ra
Be phu hpp vdi quy ludt eiia sU phat t r i l n ky nang vd ky xdo, phii hop vdi cau true ede bUde (cdc pha) eua day hpc tich hop, cd t h l dp dung cau tnic bdi gidng nhu sau theo tiep can day hpe tich hop
TT
1
2
Logic tien trinh cua bdi
Dan nhap
Td chUc ITnh hpi tri thUc can
cho vile thpc h l | n ky ndng
M u c t i l u cdc budc Tac nhu cau, dong cO cho ITnh hpi tri thUc ky nang, ky xdo mdi;
Hlnh thanh dpng cO hpe tap;
Thdng h i l u ve nhiem vy/ cdng viec can thuc hien -Ngudi hpc ITnh hpi , van dyng dupc tri thUe Hen quan d i n thuc hien ky nang;
Ndi dung Tuy vao ehu de/ cdng vile de thilt
ke tinh hudng ed lien quan;
Ndi dung la cac khdi nl|m, c i u tao, nguyen ly ky thuat can d l thpc hien ky nang
Trang 53
4
5
To chUcxdy dpng cae phuong
an thuc hien edng viec
To chUc thuc hien cdng v i l e /
nang
Kiem tra danh gia: cd t h l
kiem tra qua trinh, k i l m tra
chat lupng sdn pham
-Ngudi hpc xay dpng dupc cdc cdng vile
-Van dung k i l n thUc vao thuc
h i l n nhilm vu/edng vile Hlnh thanh ky nang Hinh thanh ky nang kiem tra danh gia;
Bdnh gid k i t qud hoc tap, mUc
dp nang lUc
Quy trinh, nguyen edng/ budc thuc hien nhiem vy/cdng vile;
Ndi dung thuc hien quy djnh trong eae budc hoac nguyen edng edng nghe
Theo ndi dung cac t i l u chi Ung vdi chuan nang iUe
N l u ngudi hpe khdng dat chuan ky ndng/ ndng
lpc can phdi dUpc luyen tap lai
Mat khae, su pham tieh hpp, day hpe tfch hop
da dupe n g h i i n eUu van dung trong gidng day tQ
rat Idu nay Bay hpe tfeh hpp khdng ehf dUpc dp
dung trong thue hanh d nhCfng bai gidng ed su
gdn k i t hQu co giQa tri thQc thuc hien ky nang vdi
luyen tap thuc hien cdng viec Vdl myc tieu phat
trien ndng tUe d ngUdi hpc, Idu nay day hpc tich
hpp dupe dp dyng d ed eae mdn hpc tudng nhu
thuan ed tri thUe ly'thuylt nhu van, sQ, vdt ly, toan
w Trong day hpe ky thudt eung ed t h l dp dung de
t d chUe day hpc cae hpe phan/ mdn hpc nhu Ve ky
thudt, CO ky thudt, tin hpc dai cuang v.v
B l day hpe tiep can tich hpp, cdu tnic logic
tien trinh ciia bdi gidng ben canh cau true logic
cQng, edn ed eau tnic logic phy linh dpng tuy vao
mue tieu ndi dung de xae djnh ed t h l gdm cae
tinh hudng:
Hudng dan van dyng kien thUc, ky nang thude
linh vUc khae ed lien qua de ITnh hdi tri thUc, ky
n d n g , ky xdo mdl
Van dung k i l n thUc, ky ndng vira ITnh hdi de
gidi q u y l t van d l / n h i e m vu chuyen mdn ed tinh
chat ly thuyet
L i l n he giQa k i l n thUe, ky ndng vQa ITnh hdi
vdi cac t n thUc ky ndng thude ITnh vpc khae ed
lien quan
ThUehdnh
Kiem tra Day hpe tich hop, sU pham tieh hop khdng
ehi 6ijgc van dyng trong ITnh vuc giao dye n g h i
nghiep, trong day ly t h u y l t , thUe hdnh cdn dupe
dp dung trong giao due phd thdng, gido dye Bai hpc Viec mac dinh ten: Gido an tich hop dung eho cdc bai thue hdnh ed gdn k i t giUa ly t h u y l t ehuyin mdn vdi thuc hien nhiem v y / cdng v i l e
- luyen tap rat ed the ddn d i n su nham lan eho rdng eae kieu bai gidng khde khdng thuc hien dupc cde hoat dpng tich hop day hpc N i n ehdng
v l CO bdn trong dao tao nghe chiing ta n i n cd hai mau giao dn Mpt mau gido an dung eho gidng day ly thuyet da dupe phd b i l n trong q u y l t djnh 62/2008/QB-BLBTBXH va mau giao an thpc hdnh (can xay dung mdi)
Mau gido dn thuc hdnh nay, tren co sd cua phdn tich ve mat ly ludn va thUe t i i n n l u t r i n cd the djnh dang nhu dudi ddy Mau giao nay phdn dnh cde hlnh thUc tieh hop day hpc, logic cQa ndi dung, cQa nhdn thUe tri thUe, luyen tap phat trien
ky nang, ky xao hlnh thanh nang lUe theo mue tieu cua bai, cua ehUOng trinh dao tao n g h i Vile lam nay ed t h l dua d i n each hieu chinh xac ve su pham tieh hpp va day hpe tfeh hpp, thudn Ipi cho gido vien trong soan gidng, t d chUe day hoe t i l p can tich hop vdn la ddi hdi cap thiet de hlnh thanh nang lue cho ngudi hpc •
Mau so 7
Ban hdnh kem theo Quyet djnh sd 62/2008/QB-BLBTBXH
GlAO A N 5(5: Thdi gian thuc hien;
Ten bdi hpc trudc:
ThUc h i l n tQ ngay dennga>
Trang 6reNBAl:
MUC Tieu CUA B A I :
Sau khi hpc xong bai nay ngadi hoc co l<ha nang
OO D O N G VA TRANG THIET B! DAY HOC
HlNHTHCrCT(3 CHlJC DAY HOC:
I 6 N OINH LOP HOC Thdi gian:
II.THUC HIEN BAI HOC
TT
1
2
3
N d i DUNG
Dan nhap
(Tao chii y, hinh thanh nhu cdu, dpng ca
hgc tap d ngudi hoc ) Npi dung gdm:
tinh huong ddn din gidi quyit nhiem vu/
edng viic hgc tap, tuyen bd muc tiiu, khdi
qudt ve npi dung, neu chuan cda nang li/c
Td chUc linh hdi tri thUc can de thUc
hien kv nana
(Td chdc hogt ddng hgc tap nhdm iinh hdi
cdc tri thUc can cho viic thue hien cdng
cdng viic/ky nang)
To chuTc xdy dung cac ohUamq an thUc
h i l n nhl^m vu/cong viec
(Td chUc hogt dpng hgc tap nhdm xay
diing cde phuang an thuc hien cong viic)
HOAT D O N G DAY HOC
H O A T D O N G C O A GIAOVISN
HOATDdNG CCIA HOC SINH
THdl GIAN
Trang 74
5
6
7
Lam mau:
(Thuc hien trinh diin mau thao tdc hogc
quy trinh)
ThUc hien nhiem vu/cona viec/Luyen
t a p ^ n
(Hudng ddn hgc sinh ren luyin di hinh
thanh phdt trien ndng IL/C trong SL/ phoi
hgp eua thay)
L a n l
Lan 2
Lan n
(Viic kiim tra duge tiin hdnh sau moi Idn
luyin tdp didoi chiiu v&i ehudn nang luc
died cde quyit dinh tiip theo)
Ket thuc van de
- CQng CO kiin thUc
- Ciing CO ky ndng ron lijvin
(Nhgn xet kit qua ii:) ;^n, iuu y eae sai
sdtvd each khac phuc, ke hogch hogt ddng
tiip theo)
HUdna dan tU hoc
I ROT KINH NGHIEMT6CHaCTHaCHieN:
TRl/dNG KHOA/TRl/dNGTd M O N Ngay thang nam
GIAOVIEN
Tdi lieu tham khdo
1.86 Lao Dpng-Tiiuong Binti va Xa Hoi,long Cue
Day nghi, {ndm 2003), Chuang trinh boi dudng phuang
phdp day hoc cho gido viin hgt nhdn
2 Nguyen DUc Tri (Chu bien) Ho Ngoc Vinh, Dinh
Cdng Thuyen, Hoang Thj IVlinh Phuong, (nam 2011),
G(do due hoc nghi nghiip: NXB Giao due
3 Nguyin DUe Tri, Hd Ngoc Vinh; Phuang phdp dgy
hgc trong ddo tao nghe, (nam 2013), NXB Giao due
4 Ho Ngpc Vinh (ChCi bien), Nguyen Thi Cue, Doan
Thanh Hoa, Pham Van Nin, (nam 20M)PhUOngphdp dgy
hgc chuyen ngdnh & Ky ndng dgy hoc; DHSPKT-HY
5 Guenter Paetzold, (2005), Phuang phdp dgy
hoc trong ddo tgo nghi; Verlag L.H Sauer GmbH
Heidenberg
6 Prof.Dr.Paed.habil.H Hortseh, (nam 2000), LyLudn
dgy hoc trong ddo tao nghi, Universitaaet Dresden