Tap chl KHOA HOC BHSP TPHCM Nguyen Thi Kim LiSn vi tgk VAN DVNG BAI TAP T H V C HANH REN LUYfiN NGHIEP V y SIT PHAM CHO SINH VIEN KHOA DIA THONG QUA MON LI LU^^N v A PHlTONG PHAP D^̂ Y HQC DIA LI N G[.]
Trang 1VAN DVNG BAI TAP T H V C HANH
REN LUYfiN NGHIEP V y SIT PHAM CHO SINH VIEN KHOA DIA THONG QUA MON LI LU^^N v A PHlTONG PHAP D^^Y HQC DIA LI
N G U Y E N T H I K I M LIEN', MAI TH| CHUY6N'"
T 6 M TAT
Bdi tgp Ihirc hdnh (BTTH) Id mgi Irong nhimg gidi phdp ca bdn gdp phdn ren luy^n nghiep vu cho sinh vien (S]) cdc trudng su phgm Vgn dung hi?u qud BTTH trong qud Irinh dgy hgc Li lugn vd phuang phdp dgy hgc Dia li (LL vd PPDHDL) giup dot mdt phuemgphdp vd ndng cao chdl lugng dgy hgc Bdi viet de xudt cdc nguyen Idc vd quy Irinh cdn ludn thu trong vgn dgng he thong BTTH mdn LL vd PPDHDL, ddng thai neu vl du minh hga v'l^c van dung mgl BTTH eg the nhdm ndng cao ndng lire nghiep vu sit phgm cho SVKhoa Dia li
Tir khda: li lugn va phucmg phdp day hpc dja li, bdi tap thyc hdnh
ABSTRACT
Applying practical exercises of professional training into Geography teaching theories
and methodology to geography teacher students
The system of practical exercises is one of Ihe basic solutions lo cultivate professional skills for teacher sludenls in colleges of pedagogy Effective application of this system into Ihe course of teaching and studying Geography teaching Theories and Methodology will help innovate Geography teaching methods and, as the result, improve educational quality This article suggests the principles and procedures that need lo be followed when applying the practical training system into the subject Geography leaching Theories and Methodology The article also provides an illustration of using a specific practical exercise into Geography teaching Theories and Methodology lo develop professional skills for teacher sludenls of Geography Faculty
Keywords: Geography teaching theories and methodology, practical exercises
1 Gidi thifu mpt yeu bdt bupc ddng thdi la mdt trong Vdi quy dinh "Ddi vdi nhung hpc nhttng dilu kifn tien quyet giup gidng phdn li thuyit hoac thue hanh, thi vidn (GV) hodn thanh vai trd, myc tieu, nghifm, dl tilp thu dupe mpt tin chi, sinh nhifm vy, su mgng cua minh trong ddo vien phdi ddnh it nhdt 30 gid chudn bi cd tgo theo hpe chl tin chi Mdn LL vd nhdn" [7], vide xdy dung va van dung he PPDHDL trong Trudng Dgi hoc Su pham thing bai tap thyc hdnh trong qud trinh Thdnh phd Hd Chi Minh (DHSP day hpc - ho trp cho SV hpc tai ldp va tu TPHCM) khdng ndm ngodi quy dinh dy hpc - d cac trudng dai hpc cd thi ndi Id Xay dyng vd van dyng dupc he thdng
BTTH hifu qud, gdp phdn ddp ung myc ThS, Trudng Bai hpc Su phgm TPHCM, t i j y „ § „ (,pc, chudn ddu ra cua Khoa Dia
"ThS, Trudng THPT Long Thdnh, |j^ ^^^^ j , , ' ^ ; , | , ^ j j , ; ^ ^ j ^ „ j , ^ g ; cdch
huyen Long Thdnh, tinh Dong Nai
Trang 2linh hogt cae quan diim dgy hpc tilp cdn
hogt dpng vd tiep cgn thye tiln, nhihig
quan diim rdi tidn lien trong dgy hpc hifn
dgi Trong khudn khd gidi hgn cua m^t
bdi bdo, chdng tdi tfp trung phdn tich vd
chung minh mpt so bifn phdp nhdm nang
eao chdt lupng vdn dyng bdi tgp thyc
hdnh ren luyfn kT ndng su phgm Dja li
cho sinh vien trong qud trinh dgy hpc
mdn LLvd PPDHDL
2, Npi dung
2.1 Khdi nl^m
"Bdi ldp thirc hdnh mdn LI tudn vd
phirang phdp dgy hgc Id nhirng nhl^m vg
Ihicc hdnh gidng vien ddt ra cho SV sir
phgm Dia li thirc hi^n trong qud trinh
hgc tdp mdn LL vd PPDHDL: dugc trinh
bdy dual dgng cdu hdl hodc yeu cdu hogl
ddng tgo dieu kl4n cho SV luy^n tgp
nhdm nhdn thirc, cung cd, ddo sdu hi
thdng Iri thirc da hgc: vgn dgng linh hogt
cdc Iri Ihuc vdo cdc tinh hudng day hgc
Dia li; ren luyen, phdi trien kT ndng, kT
xdo su phgm dia 11 vd nhirng phdm chdl
nhdn cdch cdn thiet cho nguai gido vien
Dla li luang lai' [5],
2.2 .Mgl so nguyen tdc vgn ditng hf
thdng BTTH trong qud Irinh dgy hgc
mdn LL vd PPDHDL
2.2.1 Ddm bdo mdi quan /jf bi^n chimg
giira vifc Id chirc cho SV ndm vimg II
thuyet vd hogt dgng gidi BTTH
Su dyng Bl TH trong qua trinh day
hpc mdn LL vd PPDHDL dupe xem nhu
mpt bien phdp gdn li thuyet vdi thyc
hanh; do dd qua trinh td chuc, hudng dan
SV gidi cac BTTH gdn bd ehdt ehe vdi
qua trinh cung cap li thuyit He thdng tri
thiic li thuyit mdn LL vd PPDHDL la
nin tdng Id tiln dl cua vifc rdn luyfn kl ndng su phgm dja li, ki ndng vgn dyng li thuyet vdo vifc gidi quyet cdc van de thyc tien BTTH thudng la khdu thu hai trong qud trinh dgy hpc LL va PPDHDL, sau khi dd trang bj cho SV ndm vttng kiln thde li thuyet Chi sau khi ndm chdc kiln thue li thuyit, SV mdi gidi BTTH mpt cdch hifu qud Tuy nhien, cung co trudng hpp GV to chuc cho SV ndm kiln thue li thuyit thdng qua vifc gidi eac BTTH Uti cdch ndo di ntta, ndm vttng kiln thue li thuyit van Id myc dich toi quan trpng song song vdi \ iec ren luyfn
kl ndng trong dgy hpc LL vd PPDHDL
Do dd, ddm bdo mdi quan hf bifn ehiing gitta vifc td chuc eho S\' ndm vttng kiln thue li thuyet vd hogt dpng gidi bdi tdp la nguydn tdc dau tien can tuan thu
2.2.2 Lira chgn BTTH vd lua chgn cdch Ihirc Id chirc cho SV Ihuc hifn BTTH phii hap vdi muc lieu, nhifm vu ngi dung chirang, muc LL vd PPDHDL, vol thai gian dieu kiin dgy hoc cu the vd vdi Irinh dg cda SV
Moi chuang, myc LL vd PPDHDL the hifn muc dp yeu cdu vd kien thue kT ndng, thai dp ma S\' cdn dat khde nhau, ddng thdi cung bao hdm nhttng ndi dung
khoa hpc cu the, nhdt dinh \'i \a\ viec
lya chpn logi, dgng, sd luong bdi thue hanh va hinh thue to chuc phdi cdn cii
\ao myc tieu, nhifm \u ndi dtmg tung chuang, tung muc cu thd Sd lupng va yeu cau cua mdi bdi tap cdn phu thupc vdo quy thdi gian ty hpc va cdc dieu kien thye tl khac, dam bao SV cd the hoan thdnh eac BTTH, tranh trudng hpp qua tdi Cd nhflng bai tap bat bupc, nhung bai
Trang 3Nguyin Thi Kim Lien vd tgk
tap khuyen khich, thdm chi co nhQ-ng bdi
tap chi dupc neu ten, cho SV cd y ni?m,
khdng yeu cau gidi Dong thdi cung phdi
cdn cu vdo ddc diem, Irinh do nhgn thiic
eiia SV de van dyng cdc BTTH lir dC den
kho, tir don gidn den phuc tgp, tir thap
ddn eao, tir ehua thdnh thgo den thdnh
thao
2.2.3 Thdng nhdt viec van diing BTTH
vai doi mdi phirang phdp vd hinh thue to
chiic day hoc
Ban than khdi ni?m BTTH \a \ice
xay dyng BTTH dd phan dnh vi?c doi
mdi PPDH \a hinh thue td chuc dgy hpc:
phan dnh dinh hudng bdi dudng ndng lyc
ty hpe, tu nghien curu; tgo di^u ki?n cho
SV phdt trien tu duy sang tgo, ren luyen
kl ndng thyc hanh kT ndng nghe nghiep
Nhu vdy khi dua BTTH vao qua trinh
day hpc, can dp dyng ede phuang phdp
(PP) \a hinh thue td ehire dgy hpe phdt
huy cao dp tinh tieh cue ddc lap, chii
ddng, sdng tao eiia SV Gidng vien khdng
truyen thy mot chieu ma td chuc eho SV
ty tim tdi, kham phd, den vdi kien thire,
kT ndng bang nd lye eiia ehinh minh Viee
day hpc nhu vay chinh Id dgy hpe trong
hoat ddng vd bang hoat dpng, thdng qua
ehinh eac hoat ddng tieh eye ciia SV Ro
rang rdng viee van dung BTTH trong dgy
hpe mdn LL vd PPDHDL ldm thay ddi
PPDH, hinh thue to chuc ldp hpc eiia GV
vd PP hpc ciia SV, dd la muc dich ma nen
giao dye eiia ehung ta dang hudng den
2.2.4 Thong nhdt viec van dung BTTH
phdi thong nhdt voi viec doi moi PP kiem
tra ddnh gid kit qud hoc tap mon LL vd
PPDHDL cua SV
Can ddnh gid theo hudng chu trpng mdt kT ndng vd tu diiy sdng tao ciia ngudi hpe Dam bdo vi^c kiem tra danh gid qud trinh vd kiem' tra ddnh gid t6ng th^ Cy the, can ki^m tra ddnh gid k^t qud hpc tap hpc phan theo 3 mdt: chuyen can, kSt qua eac bdi chudn bj thdo ludn li thuyet vd giai BTTH ren luy^n kT ndng trong sudt qud trinh day hpc; thi het hpe phdn theo quy eh^ d mire dp van dung kT nang Trong do, doi mdi de thi het hpc phdn la het sire quan trpng Hinh thue van dap nen hi lua chpn uu tien cho thi h6t hpe phdn, vd trong bp de thi van ddp nen uu tien de thi cd khd ndng ddnh gia kT nang
su pham dia li ma SV da dupc ren luyen trong sudt qud trinh hpe tap mdn hpe
3 Quy trinh van dyng he thong BTTH trong day hpc mon LL vd PPDHDL
3.L Dinh hudng lua chpn logi BTTH mon LL vd PPDHDL sd dung trong tirng bdi hpc cu the
Can cu- vdo mue tieu, npi dung, ke hogeh dgy hpe eua timg chuong, mue vd thdi gian quy djnh ma lya chpn logi BTTH phii hpp Can giai quyet dupc cae cau hoi: Can dua logi bdi tap gi? Dua d muc ndo? Vdi myc dich gi mdi ed tdc dung that sy? Thyc hien tot giai doan ndy se tap trung dupe no lye, y chi, tri tue cho boat ddng ren luyen kT nang nham dat dupe ket qua mong mudn Giai doan nay ed the gdm cac budc sau: dau lien la xac dinh mye tieu hpe tap timg bdi hpc nham dinh hudng hogt ddng day hpc va viec van dyng cdc BTTH; tiep den la xay dung npi dung co ban ciia ciia bai hpc; ke tiep la dinh hudng logi bai tap can sir
Trang 4dyng nhdm rdn luyfn cdc kT ndng tuong
ling; cull cdng Id IJp ke hogeh dgy hpc
cho tung bdi hpc cy the nhdm su dyng hf
thong BTTH m^t cdch hifu qua nhdt (bao
gom vifc ldp kl hogeh dgy hpc eua OV
vd vifc hudng ddn cho SV ty \ip ke
hogeh d ldp, dnhd , )
3.2 To chic hogl d^ng dgy hgc sir
dfing B TTH mdn LL va PPDHDL d ldp
Khdu 1: Td chuc hogt dgng dgy hgc
phdn li ihiiyel
Myc dich trang bj cho SV hf th6ng
li thuyit CO bdn nhdt, cd dpng nhdt, lam
cdng cy de SV gidi quyet cdc BTTH Can
thiet bd sung eho SV cdc tdi lifu tham
khdo ty nghidn euu d nhd trudc nhdm
sdng td ban phan li thuydt, dong thdi
tudng minh hon phan vgn dyng li thuyit
vdo thye tidn Vi vay, tuy theo npi dung
CO ban timg bdi hpc, cd nhttng vdn dd GV
trinh bdy tryc tidp mpt cdch logic, hf
thdng theo hudng tich cyc hda hoat dpng
nhgn thue cua IIS; cd nhttng vdn de GV
ddt ra \a hudng ddn cho SV ty nghidn
ciiu, tu giai quyet nhdm danh nhidu thdi
gian eho vice gidi bdi tgp, cd thd thyc
hifn theo cae budc sau:
Budc I: D I ra cdc van dl hpc tgp;
Budc 2: Chuydn giao edc van dl
hpc tgp cho SV ty nghidn eiiu;
Budc 3: Td chuc cho SV trinh bay,
thao ludn nhdm dudi sy hudng dan cua Ci\';
Budc 4: GV tong kit, nhgn xet,
danh gid, riit kinh nghiem
Khdu 2 To chirc hogt dgng dgy hgc
phdn Ihuc hdnh ren luyfn kT ndng sir
pham Dia li
Day Id khdu quan trpng nhdt trong
qud trinh van dyng hf thong BTTH mdn
LL vd PPDHDL Cdn cu vdo cdc co sd II lugn vl rdn luyfn kl ndng, cdn cu vdo nguydn tdc su dyng BTTH, cd thi thill
kl khdu ndy theo cdc budc sau:
Bu&c I: Lifa chgn dgng BTTH cu thi, diin hinh di id chirc qua Irinh ren luyfn kT ndng
Birac 2: GV huong ddn cho SV ve ingc dich, cdch thirc, dieu klfn gidi quyet cdc logi BTTH ren luyfn cdc kT ndng su phgm tuang img
Buac 3: CV gidi mdu ho0c hudng dan cdc SV gidi gidi mdu cdc BTTH SV quan sdt vd ldm thu iheo mdu dudi su huong ddn cua GV
Buac 4 SV luyfn lap gidi BTTH theo mdu de ren luyfn kT ndng su phgm Dia II
3.3 Td chic cho SV tu- giii cdc BTTH nhim ren luyfn vd hodn thifn ki nang sir phgm dja It
Cde kT ndng su phgm Dja li phai dupc ren luyfn thudng \u\en lidn tyc mpi luc, mpi nai: trong qua trinh hpe tgp tren Idp, ty hpc d nhd, hogt ddng ngoai khda vd thyc tgp su phgm Ydu td quan trpng nhat eua luyfn tap ndy Id nd lyc ciia ban thdn \'i \ay cdn phdi hinh thdnh va phdt tridn d S\' dpng co vd PP ty hpc, tu ren luven kT ndng Bdi tgp dupe giap ve nhd cho SV cdn dupc xem la nhung thdnh phdn khdng the thieu eua vifc dgy hpc trdn ldp
3.4 Kiem tra ddnh gid kit qua giai BTTH mdn LL vd PPDHDL
Trdn quan didm kidm tra qua trinh
vd kidm tra tdng the, giai dogn nay dupc thyc hifn theo tidn trinh sau:
Trang 5Nguyen Thj Kim Lien vd tgk
Kiem tra danh gid kk qua gidi
quyet BTTH sau mdi giai dogn nhat djnh
(chdng hgn kiem tra giQ-a hpc phan)
Kiem tra, ddnh gid ket qua gidi
quyet BTTH eung chinh la muc dp bieu
hien kT ndng sau khi hodn tat ehuang
trinh (thi h^t mdn)
Hudng ddn SV ty kiem tra ddnh gid
k6t qud gidi quy^t BTTH theo nhom, ldp
hodc cd nhan
Van de kiem tra ddnh gid chii yeu
nhdm xdc dinh mire dp dat dupc ciia cdc
BTTH, phdt hien nhung sal sot kjp thdi
de sira chiia bd sung nhdm hoan thi?n kT
ndng ddng thdi phan tieh nguyen nhan
ciia nhimg t6n tgi nham tim bien phap
khde phye de dgt hieu qud cao nhdt
4 Vi du minh hoa viec van dung he
thSng BTTH mdn LL va PPDHDL
Do khudn khd gidi ban eua bdi bdo,
chiing tdi chi minh hpa mdt bdi tap the
hien ddy dii cac ede giai doan cua quy
trinh van dyng he th6ng BTTH mon LL
vd PPDHDL, nhung tap trung phdn tich
ehii yeu giai dogn 2 giai doan quan
trpng nhat trong quy trinh van dung he
thdng BTTH mdn LL vd PPDHDL
Bai tap (Chuang VII) Thyc hdnh
nhom nho (3 SV): Moi nhom ty chpn ndi
dung trong SGK Dia 10, 11, hoac 12
minh hpa cho mot PP dgy hpc Dja li
(dupc chi dinh, hoac bde tham; thdi gian
trinh bay: 3 - 5 phiit)
Giai dogn 1: Xdc dinh mue tieu hoe
tap bdi hpe nhdm dinh hudng hogt dpng
dgy hpc vd viec sir dung BTTH
Tren eo sd muc tieu hpc tap chu
yeu eua Chuang VII, Phdn biet duac sir
khde nhau co bdn giica cde nhom PP dgy
hpc vd dgc trung rieng eua tirng PP trong moi nhom biit lira chpn nhom PP phu hpp cho timg npi dung dgy hpc Dja li cii the, chung tdi lya chpn BTTH trgn
nhdm giiip SV, trong todn bp qud trinh thyc hi?n bdi tgp phdn bipt dupc ddc trung CO ban ciia timg PPDH Dia li, ddng thdi budc dau biet lya chpn npi dung dl the hi^n cho timg PP
Giai dogn 2: To chdc hogt dpng dgy hpe van dung BTTH mon LL vd PPDHDL theo cde logi hinh tiet hpe tren lop
Khdu 1: To ehire hogt dpng dgy phdn tri thue li thuyet
Yeu cdu SV ty nghien euu (cd nhdn) trudc Chuang VII trong giao trinh
Li ludn day hpe Dia li, tim hieu trudc cde van de '"Qua trinh day hpe trong nhd trudng phd thdng Cae PP day hpe Dia li Mdt sd PP dgy hpc Dja li" va bien sogn thdnh de cuang, sau do GV cung cap eho
SV de cuang bdi giang de SV doi chieu vdi phan minh da bien soan vd dieu ehinh lai
To chuc eho SV trao doi, thdo ludn trude ldp, dac biet thao ludn sdu dae trung eo bdn eua timg nhom PPDH Dia
li, cung nhu ddc trung co ban cua timg
PP trong moi nhom vi BTTH ren luyen kT nang su pham Dia li dupc xay dung tap trung d phan ndy Sau dd GV tdng ket, nhdn xet, ddnh gid, nit kinh nghiem; dac biet hudng ddn SV ty phdn biet uu nhupc diem ciia nhom PP day hpc dia li diing Idi truyen thong va nhdm PP hudng ddn HS tieh cyc, chii dpng khai thde tri thiic dia li tir cac phuang lien true quan Trong nhdm PP diing ldi, phdn biet dae trung eo
Trang 6T3P chl KHOA HOC BHSP TPHCM
ban cua edc loiii PP ddm thogi: ddm thogi
vdn ddp, dam thogi gpi md, ddm thogi
ndu vdn de, sy khde nhau gitta PP ddm
thogi neu vdn dl vd PP dgy hpe neu van
dl bdi ddy Id nhttng vdn dc SV thudng
nhdm lan Trong nhdm PP hudng dan I IS
khai thde tri thue tu cac phuong tifn tryc
quan, phdn tieh kl PP hudng dan IIS khai
thde tri thue tu bdn do vi ddy Id PP rat
quan trpng, ddc trimg cua mdn Dja II
Nhdn mgnh cho SV tdm quan trpng cua
vifc dat edu hdi vl cdu hdi cd m$t trong
hdu hit cac PP, du la truyen thong hay
idy IIS Idm trung tdm Sau dd ddt cdu hdi
cho SV suy nghT them: npi dung quy djnh
PP hay ngupe lai
Khdu 2: Td chuc hogl dgng day hgc
phdn BTTH
Chpn dang BTTH ren luyfn kl ndng
su phgm Dja li nhu da ndu trdn: chia
nhdm 3 SV, mdi nhdm dupc chi djnh
(bode bdc tham) mpt PP trong hf thdng
PPDH Dja li da dupc nghien ciiu \a thdo
luan tai ldp Cde nhdm chi biet'PP cua
nhdm minh, khdng dupe biet PP cua cac
nhdm khac (dieu ndy ndm trong chu djnh
cua GV, se dupc phan tieh dudi day)
Hudng ddn cho SV myc dich, cdch
thue, didu kien de gidi BTIIl: Yeu cau
SV dpe Igi phan li thuyet PP minh dupc
phdn cdng trong gido trinh, trong de
cuong tdm tdt vd trong tdi lifu tham khao
GV cung cap them (nhung bdi bdo «ua
mdt so PPDH Dja li cy thi, ed nhflng vi
dy minh hpa rdt cy the), sau do chpn mdt
don vj kien thue trong mpt bai eu the cua
SGK Dja li THP 1 (chpn mpt trong ba ldp
10, 11, 12), chdng ban mpt khdi niem,
mpt mdi quan hf nhdn qud Phdi lya chpn
n<)i dung phu hpp vdi PP dupc giao, vi dy nhu vdi PP gidng gidi thi ndn tim mpt m6i quan hf nhdn qua dl gidi thieh, vdi
PP hudng ddn HS khai thde tri thue ttr bdn do hojc tranh anh thi npi dung the hifn phdi lidn quan den bdn dd vd tranh dnh, nhu vgy phai chudn bj dd dung dgy hpc Cuoi cung ydu cdu SV tgp luyfn vd gdp y cho nhau trudc khi len "trinh dien" trudc Idp cdn cho SV bilt y nghia ciia
B T111 dgng ndy Uong qud trinh ren luyfn tro thdnh gido vidn Dja li dd SV cd dpng
ca chudn bj chu ddo
GV chpn mpt vdi npi dung, su dyng mpt so PP thj phgm trudc ldp, hodc cho
SV xem bdng hinh vdi npi dung tucmg ty, hode cho mpt vai S\' khd Idn lam mau (sau khi dupc GV hudng dan vd tap dupt khd thudn thyc) S\' quan sat \a sau dd ve nhd thye hifn BTTH dupc giao S\' luyfn tgp gidi BTTH theo mdu
de ren luyfn kT ndng su phgm Dja li: Sau khi da ndm vttng li thuyet vd dd dupc hudng ddn cdch thue thyc hien BTTH, nhdm SV nghien euu kT PP dupc giao, chpn don \i kien thue phii hpp trong SGK Dig li THPT, chudn bj do dimg day hoc, ludn phien tap dupt vd ddng gdp y kien cho nhau tS\' chudn bj phdn viec ndy d nhd) Sau dd dgi difn nhdm len trinh dien trong 3 phut (tam gpi Id trich dogn gido dn) Sinh vien ddng \ai gido
\ien THPr \a ea Idp ddng vai HS Sinh vien phdi "dien" \ai dupe giao nhu dang da\ hpe dja li d phd thdng Cd the the hifn bdt ki phdn nao trong tiet hpe, khdng dupc ndi trudc ldp minh se dgy phdn gi, ldp ndo vd dupe giao PP gi Sau khi SV the hien xong, MC (dgi difn trong nhdm)
Trang 7Nguyin Thj Kim Lien vd tgk
se trao doi vdi "khdn gia", yeu cau "khdn
gid" cho biet "dien vien" vira the hipn PP
gi? Giai thich? "Khan gia" trao ddi qua
sy cam nhgn tir each thirc "di^n vien" the
hien (thudng chpn khodng 3 y kien dc
dam bdo thdi gian), sau do nhom se "bgt
mi" PP dupe giao Neu ed sy qud sai bi?l
giira PP dupe giao va sy the hi?n hodc sy
nhan dinh vd gidi thich thieu chinh xde tir
phia "khan gia" GV s5 udn ndn, sua
chifa, se xac dinh mpt Idn niJa ban chdt
cua timg PP Sau do GV yeu cau moi SV
thudng xuyen ty lue lam Igi BTTH ndy
vdi tdt ea cdc PP
Thye hien Bl TH tren, SV ed thd
phdn biet dupc ddc trung co ban ciia timg
PP \ a quan trpng hem, budc ddu biet each
the hien timg PP trong mdt phdn (dii rdt
nho) cua tiet hpc BTTH dang nay ldi
cuon su quan tam chii y ciia SV vi rat
sinh dpng vd ludn mang nhiing yeu to bdt
ngd BTTH nay cdn giiip SV khdm pha
ban than vd khdm phd nhtmg tai nang
tiem dn ciia bgn be Bai tap "trich doan
gido an" ngan gpn, vira phdi giiip SV
khong qud nggi ngan trong Idn ddu dung
ldp va himg khdi trong viec tiep tue tap
dupt cac bdi tap tucmg tu vdi dp dai vd dp
kho tang ddn
Giai dogn 3 To ehiec vd hudng ddn
SV tu gidi cdc BTTH mon LL vd
PPDHDL
Viec gidi BTTH neu tren giiip SV
nhan thirc dupc y nghia ciia no ddi vdi
viec hpe tap mon LL va PPDHDL noi
chung va viee ren luyen kT ndng su phgm
Dia li ndi rieng (d day Id sy ren luyen
bude ddu kT nang soan gido an va kT nang
len ldp), GV khang dinh them tdm quan
trpng ciia kT ndng ndy va chot Igi ^ nghTa ciia n6 GV long ket phdn vipe ciia tdt cd cac nh6m, nhdc Igi edeh thire tien hdnh bai tap, sua chita nhtmg phdn cdn thieu sot vd yeu cau SV ty ren luy?n bdi tap ndy; khdng djnh dd Id phdn quan trpng trong hp thdng li thuyit cung nhu he thong kT ndng su phgm dia li, dong thdi Id phdn quan trpng trong kiem tra cudi kh6a
Giai dogn 4: Kiem tra ddnh gid kit qud gidi BTTH cua SV
Vice ddnh gid qua trinh dupe thye hipn ngay giai doan 2: Sau moi phdn
"trinh dien" eiia cae nhom, GV to chuc trao ddi va riit kinh nghiem ngay, thong qua do moi nhom ty danh gid dupe uu -nhuae diem ciia nhom minh, va quan trpng han, ed ldp dupc khac sau hem phdn li thuyet vd quan sat dupe ede thao tdc thue hien cde kT nang tren dii moi nhdm chi thue hien trong 3 phiit Viee danh gia tong the se thyc hien d phan thi het mdn Cudi hpe phdn se thi vdn dap, phdn thi nay gom he thdng edu hdi kiem tra muc dp ndm li thuyet vd quy trinh thye hien mpt so kT ndng, dong thdi kiem tra ludn kha nang thyc hien mdt so kT nang su phgm dia li (trong do co kT ndng sogn bai va kT nang len ldp) SV dupc thdng bdo trude (ngay trong qud trinh ren luyen BTTH ndy) day se la mpt ndi dung thi het mon Cd the gidi thieu mdt dgng d8 thi lien quan den viee ren luyen logi kT
nang tren, vi dy: Hdy tu chpn mpt don vi kiin thue trong SGK Dia li THPT di thi hiin PP ddm thogi gai md - tii 3 den 5
phiit
Trang 8Tgp chl KHOA HOC DHSP TPHCM
thyc tien vifc dgy hpc Dja li d phd thdng Xdy dyng hf thong BTTH chudn myc, khoa hpc, ddp dng dupc myc tidu mdn hpe Id vdn dl buc thilt nhung vgn dyng chdng sao cho hifu qud trong qud trinh dgy hpe cung khdng kdm phdn quan trpng Vifc ddm bdo cdc nguydn tdc dong thdi tudn thii cdc quy trinh vjln dyng BTTH khoa hpc, hpp li Id mpt trong nhihig dilu kifn tidn quylt de nang cao chat lupng dgy hpc mdn LL vd PPDH Dja li
Vifc ddnh gid kit qud SV gidi
BTTH ndy trdi qua m^t qud trinh; GV cd
dilu kifn dd so sdnh, d6i chilu muc dp
thudn thyc cua SV trong vifc rdn luyfn kT
ndng Idn Itip qua nhilu giai dogn vd qua
mdt nhdm BTTl I chu khdng chi ridng
duy nhdt dgng BTTH vua ndu Vd vdi
quy trinh vfn dyng kT ndng trdn, SV dupc
tgo dilu kifn dl ty ddnh gid minh, ddnh
gid cdc thdnh vidn trong nhdm minh vd
nhdm khde
5 Kel luan
Cd thi ndi 1)11 II mdn I,I vd
PPDH Dja Ii Id cdu noi gitta li lugn vd
TAI L i f u THAM KHAO
1 Nguyen Dupc, Nguyen Trpng Phuc (2006), Li lugn dgy hgc Dia li Nxb Dai hpc Su
pham TPHCM
2 Ddng Vdn Due (2005), Li lugn dgy hoc Dig It - phdn dgi cuang, Nxb Dai hpc Su
pham TPHCM
3 Trdn Thj Huong (2005), Xdy dung vd sit dung hf thdng BTTH ren luyfn kTndng hogl ddng gido due trong dgy hgc gido due hgc d dgi hgc suphgm, Lugn dn tien sT
4 Nguyen Thi Kim Lien (2010), "Ndng cao ndng lyc nghifp vy su phgm cho sinh vien khoa Dia li thdng qua hf thdng bdi tgp thyc hdnh mdn "Li luan \a phuong phdp dgy
hpc Dja li" trong ddo tao theo hpc che tin chi", Tgp chi Khog hgc Trudng Dgi hgc Su phgm TPHCM (22)
5 Nguyen Thj Kim Lien (chii bien) (2011) .\'iiy dung hf thdng bdi lap Ihuc hdnh mdn
Li ludn vd phuang phdp day hoc Dia II, Bdo eao tdng ket de tdi cdp trudng, Trudng
Dai hpe Su phgm TPHCM
6 Trudng Dgi hpc Su phgm Hd Npi (2010), "Ndng cao chdt lupng nghifp vy su pham
cho sinh vidn cdc trudng dgi hpe su phgm", Hgi Ihdo khoa hgc, Trudng Dgi hpc Su
pham Hd Npi
7 Trudng Dai hpc Su pham TPHCM (2010), Quy chi ddo tgo chinh quy theo he Ihdng lin chi ban hdnh kem iheo CJiiyil dinh ni ~56 OD-DHSP ngdy 07-6-2010 (Ngiy TSa soan nhin dirpc bii 21-5-2012; ngiy phin biin dinh gii 19-6-2012;
ngiy chip nhin ding 28-6-2012)