Vu Thi Thai vd dtg Tap chi KHOA HOC & CONG NGHE 84(08) 99 103 XAV DlTNG HO SO DAY HOC HINH H O C L O P 11 T H P T TIEP CAN XU THE THE G I O I Vu Thj Thai, Tran Thu Hiep ''''Trudng Dgt hgc Suphgm DH Thdi[.]
Vu Thi Thai vd dtg 84(08): 99- 103 Tap chi KHOA HOC & CONG NGHE XAV DlTNG H O S O DAY H O C HINH H O C L O P 11 T H P T TIEP CAN XU T H E THE GIOI Vu Thj Thai, Tran Thu Hiep 'Trudng Dgt hgc Suphgm - DH Thdi \guyen TOMTAT Doi vdi mdi giao vien diing Idp viec ddi mdi phuong phap day hgc dugc the hien dau tien d khau chuan bi hd sa day hgc Hd sa day hgc la sir the hien la minh chirng cua qui trinh day hgc Theo each tiep can diio tao giao vien cap chuan qudc te cua CIE (University of Cambridge International Examinations), theo mdt sd mau hd so day hgc ciia INTEL CANADA tac gia bai bao da xay dung va budc dau kiem nghiem bd Hd sa day hgc hinh hgc I bao gdm cac khau: Chuan bi, thuc thi va danh gia cai tien tren ca sd nhin nhan qua trinh day hgc dugc dien mgt each tdng the, trgn ven vdi cac thiinh td lien ket vdi chu trinh va tac ddng qua lai vdi TC|- khoa: Qui lifnh; Hd so dg}' hgc; Chudn hi; Thuc ihl Ddnh gld cai tiin; Kiim tra DAT VAN DE Trong chien luge phat trien giao due Viet Nam 2009- 2020 ed neu: "Giao due va dao tao phai gdp phan tao nen mdt the he ngudi lao dgng cd tri thuc, ed dao dire, ed ban linh trung thue cd tu phe phan sang tao cd ki nang sdng, kT nang giai quyet van de va ki nang nghe nghiep de lain viec bieu qua mdi trudng toan cau hda vua hgp tac vira canh tranh'"[5] De dat duge muc dich tren Viet Nam can day manh cdng cudc ddi mdi giao due mdt each toan dien dd ddi mdi PPDH la mdt khau quan trpng, cd y nghia thiet thuc gdp phan nang eao chat lugng va bieu quit giao due toan dien ngudi mdi, dap img yeu cau cua \a hdi dau the ki 21 Ddi vdi nidi giao vien dung ldp viec ddi mdi PPDH dupe the hien dau lien d khiiu chuiin bj hd so day hpc Hd so- day hpc la sir the hien Ia minh cluing cua qui trinh day hoc (bao gdm cac khau: chuan bj, thuc thi vii danh gia cai tien) Hd so- day hpc tdt la mdt nhung dieu kien tien quyet giup ngudi giao vien hoan tdt nhiem vii day hpc theo tinh than chi dao cua Bd Giao due va Dao tao Nd giiip ngudi giao vien tu mdt ciich he thdng vc Ccic td hien buu qua trinh day hgc, chu ddng thuc tbi va cd dugc nhung danh gia buu ich phat trien chuyen mdn ' Tel: 0 niim hoc 99 Vti Thj Thai vd dig Tap chi KHOA HQC & CONG NGHE 2010- 2011 Xin dugc chia se cflng eac ban dgc nhung net chinh hd so- day hgc va nhung ket qua budc dau thu dugc sau thuc hien qui trinh day hgc da xay dung hd so- Theo each tiep can dao tao giao vien cap ehuan qudc te cua CIE (University of Cambridge International Examinations), theo mdt sd mau hd so- day hge cfla INTEL, CANADA Hd so-day hgc hinh hpc 1 dugc xay dung tren co- sd nhin nhan qua trinh day hpc dugc dien mdt each tdng the, trgn ven vdi eac to lien ket vdi chu trinh va tac ddng qua lai vdi gdm phan: Chuan bj- lap ke hoach day hgc; Thuc thi ke hoach day hge; Kiem tra- danh gia va danh gia cai tien Qui trinh dd dugc the hien qua so- dd sau [l.Tr7]: Phan tich nhu cau Chuan Xac dinh muc lieu mon hoc bai hoc lap ke hoach dav - hoc chuan bj tai lieu, PP phu'ong tien cong cu kiem tra danh gia Muc tieu bai day Thuc thi — • Ke hoach biii day (giao an) " Lira chgn sap \ep ndi dung day hoc —• '' —• Lira chon hinh tluic td chiic day bgc, PP, phuong tien cdng ci,i kiem tra danh gia Kiem tra danh «ia tdng ket Danh gia cai tien Lap hd sa danh gia cai tien sau bai sau bgc ki ' '-> b^ Ke hoach danh -en Cu th^: Phan 1: Chuan bi lap ke hoach day bgc A Phan tich nhu cau 1- Xac djnh vj tri mdn toan I ndi chung vii Hinh hgc 11 ndi rieng (theo Qui djnh chuan cua Bd Giao due va dao tao) 2- Dieu tra ddi tugng bgc sinh thdng qua cac phieu dieu tra; phieu tliiini dd nhu cau cua hgc sinh va bai kiem tra chat lugng dau nam (chu yeu phan hinh bgc) 3- Tim hieu dieu kien co sd vat chat ki thuat cua nha trudng, nhung dac trung ve dieu kien ljch sir van hda, kinh te, xa hdi cua dja phuong de phuc vu cho viec day hgc mdn Toan phan hinh hgc 11 [l.Tr8] B Ke hoach day hgc Vdi nhieu ndi dung cu the dd clui trgng viec xac djnh muc tieu cbi tiet cho tung ndi dung day hgc cua tung chuong vdi cac bac: bac (nhd), bac (hieu vii viin dung), biic (phan tich tdng hgp danh gia) [I.Tri6] Phan 2: Thuc tbi ke hoach day bgc Trong chuong trinh binh bgc 1 cluing tdi cd xiiy dung ke hoach biii day theo binh tluic: bai day theo hinh tluic truyen thdng (chu yeu) bai day budng diin tu nghien ciru (vi du bai: " khoang each"" ) Biii day theo du an: (vi du bai "Hai iniit pbiiiig vudng gdc"") Ke hoach day hgc cho cac biii hgc cd the gdm nhieu tiet, nhin chung deu dugc xay dung theo ciiu trfle: Ke hoach bai day Ke hoach danh giii Ghi chep danh gia cai tien Phan 3: Kiem tra- danh gia va danh gia cai tien 1- Kiem tra - danh gia ket qua bgc tap: biii kiem tra 15 phut, biii kiem tra 45 phut, biii kiem tra hgc ki 90 pluit 2- Danh gia cai tien sau mdt hgc ki/ niim bgc: Vdi eac uu diem, ban che \a giai phap cai tien (tirng muc deu cd minh chirng cu the) ['•Tr27j^ 84(08): 99- 103 Dua viio ndi dung dugc trinh ba> sach giao khoa Hinh bgc 1 va sa dd quv trinh day bgc dugc neu d tren thuc te cluing tdi da soan va giang thu nghiem mdt sd tiet hge cfla chuo-ng "Vecta khdng gian Quan he vudng gdc khdng gian" Trong each soan mdi tiet hgc d giai doan chuan bj deu xac djnh rd mue tieu mdn hgc muc tieu bai hpc xay dung ke hoach day - hpc day ke hoach xac djnb rd ngudi hpe se phai lam duac nhung gi sau ket thuc mdn hpc bai hpc? Muc tieu mdn hpc (gdm kien tbirc, ki nang thai dp cac ki nang khac nhu: ki nang lam viec nhdm, ki niing giai quvet viin de ki nang ndi trudc cu toa ) vdi muc tieu biii hpc gdp phan lira chpn .sap xep ndi dung day hpc, lira chpn hinh tluic id chirc day - hpc, plurong phap phuong tien cdng cu da\ - hpc hinh thirc kiem tra danh gia cac boat ddng vii thdng tin phan hdi cho cac boat ddng Trong mdi boat ddng cd the kin lupt neu: nhiem vu vii cd phiin kiem tra danh gia ket qua cua boat ddng Sau tiit ca cac boat ddng cua mdi tiet hpc la thdng tin phan hdi cho timg boat ddng nhiim tra ldi hoac lurdng diin thuc hien cac yen cau phan danh giii cua mdi boat ddng Dac biet qua trinh Lap ke hoach giao vien cd y tluic lira chpn hinh tluic td eluic day - hpc \a chuiin bj ciic phuo-ng phiip phu hgp vdi muc tieu va ndi dung day bgc Chinh vi vay muc tieu bai hpc lii viin de miiu chdt riit quan trpng nd quyet djnb toiin bti ctic yeu td cdn lai cua quv trinh day - bgc (ke hoach day biii day - giao tin) Ngoiii qua trinh chuiin bj cac hinh tluic td chirc day bgc phuang phap day - bgc phfl ligp vdi muc tieu vii ndi dung day, cd miit thiiy (face to face) tbi sir dung cac phuong phap nlur: thuyet giang thao luan nhdm md phong ddng vai caes Study, cac trd choi dd vui Ben canh dd giao vien cflng ciin su dung hinh tluic td eluic day - hgc dudi dang tir bgc cd lurdng diin va kiem tra cfla thiiy de su dung hinh tbirc niiy giiio vien phai chgn ndi dung hgc tap cbi yeu eau nhan thiic d bac (tiii hien, tiii nhan) De bgc sinh tu hgc cac ndi dung niiy giao vien can chuiin bj phieu hgc tap dinVi dang ciiu hdi TNKQ, ciiu dd \iii \ \ mil chi ciin dgc xong tai lieu lii tra liri duoc Ddi vdi ndi dtmu ciin nhiin lluic o- Vu Thj Thai vd dtg 84(08): 99- 103 Tap chi KHOA HOC & CONG NGHE eae bac cao han, can cir vao trinh eua hgc sinh, giao vien ed the lira chgn de day hgc sinh tu hge Nguyen tac ca ban cua day bgc la su hudng dan ti mi, ehi tiet theo timg budc (tir de den khd) va su kiem tra danh gia thudng xuyen cua giao vien [1] Vdi each soan cae kien thirc dugc hinh cho hgc sinh dugc cu the hoa viec thiet ke cac nhiem vu hge tap yeu eau cac em giai quyet ddng thdi xay dung cac bai tap danh gia tuong ung cho tirng boat ddng nham giup hgc sinh ed the kiem tra nam bat kien thirc cua chinh ban than Hgc sinh khdng nhung dugc tiep thu kien tbirc mdt each chu ddng sang tao ma cdn phat huy dugc tinb tich cue hgc tap Do phan tan (phuang sai) d ldp thuc nghiem cd phan thap han so vdi Idp doi chimg, dieu dd chirng td ldp thue nghiem HS hgc deu hon) Viec khang djnh tinh uu viet eua each thiet ke day hpe theo qui trinh tiep can chuan qudc te cdn ddi hdi cd thdi gian va sir nd lire ctia nganh giao due Chung tdi hy vgng nhiing ehia se tren se gdp phan bd sung va lam rd net them ve qui trinh day hgc vdi su the hien qua viec thiet ke ho so- day hoc theo xu the cua the gidi hien TAI LIEU THAM KHAO [I] GS.TS Nguyen Due Chinh (2010), Quy trinh dgv hgc tiip can chudn Qudc li Trong thdi gian tu thang 12 nam 2010 den 30 [2] TS.Tdn Quang Cudng (2010) 'Thiit ki dgy thang nam 201 1, chflng tdi da chgn bai ldp hgc theo quy trinh tiip can chudn Qu('>c le [3] TrSn Van Hag (Tdng chu bien) Nguyin Mgng I I B T vii llB,s eua trudng THPT Phfl Luong Hy (Chii bien) Khu Qudc Anh, Nguyen Ha thudc tinb thai Nguyen, cd lire hgc tuong Thanh, Phan Van Vien (2007), Hinh h()c 11 sdch duong de tien hanh thue nghiem Qua gido viin, Nxb Giao due day thu nghiem vdi bai ldp 11 B: si sd 42 HS [4] PGS.TS.NguyIn Vu Luang, ThS Dao Thj (Ldp ddi chirng) va ldp 11 Bs si sd 40 HS Hoa Mai (2010), Thiet ki hd sa dgy hgc mdn (Ldp thir nghiem) qua ket qua kiem tra cudi Todn chuong budc dau chung tdi nhan thay ldp thir [5] Trang web: nghiem cd phan ndi trdi hon Dieu dugc http://hocmoingav.blogspot.coin/2008/12/ Xem the hien mdt phan qua bang ben dudi ngiiy 2/6/201 I i Uo'p ddi chung Uop thii' nghiem Diem Tan so Tan suat Tan suat Tan sd 10 2,5% 2,4% 5% 4,8% 12,5% 11,9% 10% 11,9% 12 30% 21,4% 22,5% 13 31% 4 10% 7,1% 3 5% 7,1% 2,5% I 2,4% m=^ 100% Tdng sd n=42 100% Trung binh mau {X ): 5,93 Trung binh mau {Y )\ 5,83 Phuong sai mau ( S ' ) : 2,92 Do lech chuan (s): 1.71 Phuong sai nilu( S'): 2,99 Do lech chuan(s): 1,73 Trong bang, lap thuc nghiem cd diim trung binh vd tt le HS khd gioi cao ho'n 102 Vu Thi Thai va^/g Tap chi KHOA HOC & CONG NGHE 84(08): 99 - 103 SUMMARY BUILDING GEOMETRY TEACHING PROFILE FOR GRADE 11 HIGHSCHOOL ON WORLD TREND APPROACH Vu Thi Thai, Tran Thu Hiep College of Education - TNU For each teacher, the renovation of teaching methods is firstly shown by the preparation of his/her teaching dossiers Teaching dossier is the representation and proof of the teaching procedure In the approach of international teacher training by CIE (University of Cambridge International Examinations) and several forms of teaching dossiers by INTEL, CAN ADA etc the author has established and initially tested the teaching dossier on Geometry 11 This includes the following steps: preparation, implementation and renovation assessment on the basic of analyzing teaching procedure generally and integrally with reciprocal components connected in a cycle Keywords: procedure, leaching dossiers, preparation, renovcitiun assessment, test lei: 0912477417; Email: lranthuhiep7IOI977fiilgmail.com 103 ... I B T vii llB,s eua trudng THPT Phfl Luong Hy (Chii bien) Khu Qudc Anh, Nguyen Ha thudc tinb thai Nguyen, cd lire hgc tuong Thanh, Phan Van Vien (2007), Hinh h()c 11 sdch duong de tien hanh thue... Qua gido viin, Nxb Giao due day thu nghiem vdi bai ldp 11 B: si sd 42 HS [4] PGS.TS.NguyIn Vu Luang, ThS Dao Thj (Ldp ddi chirng) va ldp 11 Bs si sd 40 HS Hoa Mai (2010), Thiet ki hd sa dgy hgc... ddi chung Uop thii'' nghiem Diem Tan so Tan suat Tan suat Tan sd 10 2,5% 2,4% 5% 4,8% 12,5% 11, 9% 10% 11, 9% 12 30% 21,4% 22,5% 13 31% 4 10% 7,1% 3 5% 7,1% 2,5% I 2,4% m=^ 100% Tdng sd n=42 100%