S0DONG CAC Bill TAP TUDNG TAG VAO GlAO OOC BlDl 001 KNi HAO TRONG CHUONG TRINH DIA LI 0 TRUNG HOC CO sb TS PHAM MINH TAM* Ndidung bienddikhihiu (BDKH) dupe tich hpp vao chuong trinh Dja li(OL)tmng hpe[.]
Trang 1S0DONG CAC Bill TAP TUDNG TAG VAO GlAO OOC BlDl 001 KNi HAO
TRONG CHUONG TRINH DIA LI 0 TRUNG HOC CO sb
TS PHAM MINH TAM*
Ndidung bienddikhihiu
(BDKH) dupe tich hpp
vao chuong trinh Dja
li(OL)tmng hpe casd (THCS)
dudi ba dang: toan phan, bd
phan va lien he - vdi eac mifc
dpsau: 1)Triing phan Idn (hay
hoan toan) vdi ndi dung bai
hpe cua bd mdn; 2) Trd thanh
mpt bd phan hifu caciia bai
hpe, dupe the hien bing mpt
muc rieng, mdt doan hay mdt
vai cau trong bai hpe; 3) Cae
kie'n thifc BDKH tuy khdng
dupe neu rd trong sach giao
khoa (SGK), nhung dua vao
kie'n thifc trong bai hpe, giao
vien (GV)cdthe'lien hevdithue
tededua kie'n thue vao bai hpc
dudi dang cae hien tupng, so
lieu ve BDKH tren toan cau
hoac dja phuong,
1 Cac bai hoc trong
chuang trinh DL d THCS
thixc hien tich hpp giao duo
BDKH (xem bang 1)
2 Su dung cac bai tap
tuang tac (BTTT) de giao
due BDKH trong chuang
trinh DLdTHCS
BTTT dupe hie'u la bai tap
siidung trong quatrinh day hpc, dua tren sutac ddng
va anh hudng lin nhau giifa ngudi day, ngudi hpe va
mditnfdng
BTTT ed dac diem: dupe xay dung dua tren md'i
quan hetuang hd, tac ddng lin nhau giua HS, G V va
moi trudng BTTT xac djnh rd han chifc nang, nhiem
vu rieng cua ngudi day, ngudi hpc, nham mue dich
eud'i ciing la su phat trie'n cua ngudi hpc (thdng qua
viee ngudi hpe tranh luan, dat cau hdi, vdi ngudi day
vdi eac ban); tao dieu kien cung ed'cac nang luc xa hdi * Tnfcmg Cao ding sir pliam Ha Noi
Bang 1 Cac bai hoc trong chuang trinh DL a THCS there hien tich hap giao due BDKH
SGK
L(3p
6
L(Jp
7
Ldp
8
L(3p
9
Ten M i Bdi 17 Ldp v(5 khi
Sdi 20 Hdi nt/flc trong khfing khi Mifa Bdi 22 Cdc ddi khi hau tren TrSi Bat
Bdi 23 S o n g v ^ h d
B d i 2 7 L d p v d s i n h v a t Bcii 1 7 6 n h i i m mdi tn/dng
Bdi 27 Chdu luc Nam C(/c
• Chau luc l^nh nh^t th^
gidi
B d i 2 K h i h 3 u c h g u A Bdi 24; Viing bi^n Viet Nam
Bdi 3 1 , Ode diem khi hau Viet Nam
Bdi 4 1 , 42,43 l\/lign Bdc
vd Ddng b^c Bdc bg, l a y Bdc vd Bdc Trung bp, Nam Trung bd vd Nam bd Bdi 7 Cdc nhdn td dnh hildng den s u phdt trien vd phdn bd ndng nghiep Bdi 17 VDng trung du vd mien n i j i p h i a B d c Bdi 23, Vijng Bdc Trung bd Bdi 3 1 Vung Ddng N a m b d Bdi 35 Vung dong bdng song Cijru Long Bdi 41 Dia ii dia phildng
Ndi dung BDKH Muc 1 TTidnh phdn cua khdng khi LiWng khi CO; tdng Idm cho nhiet dS Trdi Dat cao, dnh hi/dng den sinh vat vd hoat ddng cua con ngirdi
- Cdc hoang mac md rdng, bdng 2 cifc tan - ^ hdi c^u khdng cdn ndi sinh s6ng SE/ md rdng cua vdng dai ndng vd st/ thu hep lai cua 2 vdng dai dn ddi vd 2 vdng dai ianh
Muc 1- Sdng va li/dng ni/dc cua song
VI du Mi/c ni/dc sdng cua sdng H6ng vdo euoi ndm 2009 gidm, do sau cua sdng Hdng doan tiJf xa Lien Mac huyfin Tif Liem d^n chdn c i u Chi/dng Di/dng chi cdn 0 , 5 - 0 , 7 m, bdi bdi nd'FienmdtniJdc,
Muc 2 Cdc nhdn to anh hi/dng ddn si/ phdn b6 thi/c, ddng vdt Khi hdu tren Trdi ddt thay dd'i -> Cdc dai khi hau thay dO'i cdc dai khi hdu nay dich len phia Bdc hodc xuong phia Nam bdn c i u
Muc 1 - 0 nhiem khdng khi: khi thdi nhd kinh Idm cho nhiet dd b^ mdt frdi d^t tdng, Idm cho mt/c nifdc d cdc dai dddng ddng cao de doa cudc sdng cua con ngudi d cdc ddo vd cdc vung ddt thap ven bien
Nhi6t dd b^ mdt Trdi ddt tdng Idm tan bdng d 2 ci/c • ^ t u a n i d c , hdicCu k h d n g vat bi suy can do khi hdu ndng vd noi d cua chung bi thay dd'i
Muc 1 Khi hdu chau A phdn hod rat da dang nhiet dd Trdi dat tdng, Idm cho cdc ddi khi hdu dich chuyen len phia Bdc
b Ddc di^m khi hdu vd hdi vdn cua b i i n : viing b i i n nude ta mang tinh ch^t nhi6t ddi gid miia, hay xay ra thign tai (bdo, lut, han hdn] dnh hi/dng ddn hoat ddng cua con ngi/di
Ndi dung cua bdi Uie hien ddy di) ddc diem khi hau Vidt Nam
Ba bdi ndy d i u tich hdp mdt phan cua BDKH Mijc 2 Tdi nguyen khi hdu ( t i c h hdp bd phdn) l^uc II Dieu kign tU nhign vd tdi nguyen Viign nhien (tich hdp bd phdn]
l^uc II Dieu kign t i / nhidn vd tdi nguyen ttiien nhien ( t i c h hdp bg phdn) Muc II Oieu kien t i / nhien vd tdi nguyen thidn nhien (tich hdp bd phdn) Muc II Dieu kien t i / nhign vd tdi nguyen tiiign nhien (tich hdp bp phdn) Muc II Dieu kien t i / nhien vd tdi nguyen thien nhign (tich hdp bd phdn]
d hp nhu: thao luan, lam viee nhdm, giai quye't xung dot, ling nghe ngudi khac
1)BTTT ddng (Lines).\l'\diU:amuc\ trong Sa/ 17"Thanh phan khdng khf ( D L 6) ed BTTT sau:
"Hay quan sit hinh 45 irong SGK, danh di'u vio mgt trong nhiing y dudi day va cho biet vi sao em chgn y dd: "Lugng khi CO^ trong thinh phin khdng khi ting da lam cho nhiet do ciia Trai dat tang cao
Trang 2ed anh hudng den sinh vat vi hoat đng cua con
ngudikhdn^
L
(GV yeu eau HS giai thich rd li do lua ehpn đ)
2) BTTT dang khan phii ban (4 - corners) Vi
du: d mue 1 trong Bii 17 "6 nhiim khdng khi"{0
7) cd BTTT sau: "St/phit triin ciia cdng nghiep va
cic phuang tiin giao thdng đdidn hoi da ggi cho
em nhifng suy nghJgi ve vin ded nhiim khdng khi
đdiniỷ"
1 ^N c
> y
Viet y kien ca nhan
Y kien chung cua canhom
Vi6t y ki6n c^ nhan
/""^ <
Hinh 1
GVchialdpthanh5-6nhdmHSvaphatchomdi
nhdm mpt td giay Â, gdm cd cae phan: phin chinh
giQa va eae phin xung quanh (duqc ehia theo sd
thanh vien eua nhdm, vi du mdi nhdm ed4 HS) (xem
hinh 1) Mdi HS ngdi vao vj tri tuong ung vdi tirng
phan xung quanh, lam viee dpe lap trong khoang vai
phut HS tap trung suy nghi, tra idi cau hdi, theo cich
nghi, eich hieu riing cua minh (ve nguyin nhan,
hiu qua va nhSng dng phd vdiBBKH đdidn hoi) va
viítvao phan xung quanh ciia minh tren td giay Ậ
Tren cP sd nhung y kién eua mdi ban, HS thao luan
nhdm, lay nhifng y kién da dupe thd'ng nhat trong ca
nhdm va viet vao phan chinh giira eua td giaỵ Cudi
cung, lan lupt mdi nhdm cudai dien len trinh bay ndi
dung ma nhdm da chuan bj dtrude Idp
3) BTTT dang danh sach (List) Vi du: d muc 1
trong Bii2 "Khi hau chau A phan hoa rai da dang"
(DL 8) cd BTTT sau: Hay lira chpn mot trong eac y
dudi day va cho biet vi sao em lai lua chpn y đ: Do
anh hudng cua BBKH (nhiet do Trii dat ting), cic đi
khi hau ciia chau A se: D Bj djch chuyen len phia
Bic; D Bj djch chuyen xud'ng phia Nam; D Khdng
bj djch chuyen gi, giii nguyen vj tri nhu cu (yeu cau
HS phai trinh bay rd li do lua chpn)
62 Tap chi Gido due so 327
4) BTTT dang dien vao d trdng (Ranking) Vi
du: d mue 2 trong Bii 7" Tai nguyin khihau"(0L9),
cd BTTT sau: "Hay suy nghT va dien vao cae d trdng
cacykien maem da lua ehpn" Ci nhan mdi HS chiing
ta cd the iam gi degdp phan giam thieu subiih đi cda khi hau nude ta ? (yeu cau H S phai trinh bay rd li
do lua ehpn) 5^srrrdansrrnaronsfcau(0pensentencies)
Vi du: d muc 2 trong Bii 23 "Bieu kien tu nhiin" (DL 9), cd BTTT sau: "Hay suy nghT va tra Idi eau hoi dudi day Neu ban ii chu tieh eiia mdt tinh dvung Bic Trung bg ban se lim gi dehan che cic loai thiin tai thudng xay ra dtrong vung?" Cau tra Idi: "Niu li chu tieh mgt tinh tdi sẹ "
Khisudung BTTT, GV can yeu cau HS: trinh bay
rd li do lua ehpn eiia ea nhan trude nhdm (hoac Idp); hpe each ling va tdn trpng y kién (quan diem) cua ban -dii dung hay sai, ; phat huy CO hdi dupe bay tdquan diem cua minh
BDKH gay hau qua nghiem đ'i vdi đi sd'ng con ngudi, trong đ cd Viet Nam - mdttrong 5 nude ehju anh hudng nang neeua BDKH.Thiet nghT, tnrdc hiem hoai khdn ludng nay, viee giiip cho HS tháy rd hon nguyen nhan, hau qua, cd nhiing du bao kjp thdi de iíng phd vdi BDKH da va dang diin ra, la nhiem vu rat quan trpng đ'i vdi GV mdn OL dTHCS •
Tai li$u tham khao
1 Bui Thi Thanh Hircmg "Titfp cSn vdi giao due bien
đi khi hau" {Thong bdo khoa hpc Truang Cao dSng
su-pham Ha N6i), 2011
2 Tran Diie Tuan "Giao due bi^n đi khi hju vi sir phat triin bSn virng: thach thiic va triin vpng" (Hpi
thao "Tdng cudng gido due bien đi khi hdu vi su
phdt triin bin vang trong gido due chinh quy vd khdng chinh quy"), 2010
3 Trucmg Quang Hpe (chu biftn) Pham Dire Thi
-Pham Thi Bich Ngpc Hoi va dip ve bien đi khi haụ
Trung tdm Phdt trign ndng thdn bin vang (SDR),
2011
4 NguySn Dirac (chu bien) Dia Ii lop 6,7,8,9 NXB
Gido due Viit Nam, H 2012
SUMMARY
Use the interactive exercises to climate change education in school geography In the classroom would
be highly effective, when a teacher says reasonable and dexterity combined with other teaching meth-ods Not only that it also gives pupils a Joy, delight In the learning process
(kil-2/2014)