cho hoc sinh de cac em them chu dgng, sang tao.
5. Cong trinh cung da tiln hanh thuc nghiem va danh gia kit qua nghien CIJU tren bon chuyen de day hgc giai toan cho hgc sinh lap 12 do la:
- Chuyen de cac bai toan vl hinh hgc giai tich
- Chuyen de cac bai toan vl hinh hgc khong gian - Chuyen de cac bai toan vl ham s6
- Chuyen de cac bai toan vl phuang trinh, bat phuang trinh
Cdng trinh cdn thuc nghiem mgt so bien phap kich thich nang tu duy dl giup hgc sinh tu tim ra each giai mgt s6 bai toan. Kit qua ciia ly luan va thuc
nghiem da chimg td tinh kha thi cua win dl nghien cim, dac biet la cac bien
phap kich thich nang luc tu duy cho hgc sinh phi thong trong day hoc giai toan ma cdng trinh da dua ra.
Cdng trinh sd di dat dugc nhirng ket qua tren la nhd su quan tam ciia Ban Chu nhiem Khoa Su pham DHQG Ha Ngi, dac biet la Chi. nhiem Khoa- PGS. TS Nguyen Thi My Loc da luon tao dieu kien thuan lgi cho cac hoat dong nghien ciru cua tac gia cong trinh. Ben canh do, cong trinh con nhan
dugc sir giup dd nhiet tinh cua Phong dao tao va nghien cim Khoa hoc, to Bg mon Phuang phap, cdng nghe day hgc ciia Khoa Su pham, DHQG Ha Ngi
ciing rii nhilu cac GS. TS, cac Thiy co d nha trudng pho thong.
Trong dilu kien va hoan canh cho phep, cong trinh mdi chi dimg lai 6
pham vi nghien cuu ca ban vl dac trung ciia tu duy va kich thich nang lire tu duy trong day hgc giai toan; ding thdi thuc nghiem chgn Igc trong pham vi
nghien ciru cua cong trinh la ca sd budc ddu rat quan trpng dk nhdm tdc gia cd
the ti^p tue nghien cuu, triln khai thuc nghiem viec kieh thich ndng lire tu duy cho cac ddi tuong hoc sinh khde nhau tren timg dang todn, timg cap hpc cua
" bac hpc phd thong.
Trong thdi dai hdi nhap kinh te todn cdu, khd nang iu duy ciia con ngudi
trd thdnh mot tdi sdn vd gid, Nhung mudn cd dupe tdi sdn quy bdu ndy khong phai de ddng, bdi tai nang md con ngudi cd dupe chi Id 1% do bam sinh, cdn
99% do lao ddng sang tao.
Vdi ket qud nghien curu cua cdng trinh, viec tim tdi va de cao phuang
phdp kich thich ndng luc tu duy trong mgi linh vuc ndi chung vd day hoc giai todn ndi rieng nhdm bi§n nang lire tu duy trd thdnh to chdt rieng cho
ngudi hpc vd biet dat to chdt do vdo boi canh cua thdi dai van minh so phdi la mgty thuc thudng true trong ddi mdi phuong phdp day hpe hien nay.
TAI LIEU THAM KHAO
1. Bd Giao due va dao tao, Hdi nghi tap huan Phuang phap day hgc mon Toan phd thdng, Ha Ndi -2000.
2. Hoang Chiing (1997): Phuang phap day hgc mdn Toan d trudng THCS -Nxb Giao due.
3. Giao due hgc dai hgc, Trung tam dam bao cha't lugng va nghien ciiu phat trien phat trien giao due nam 2000 ( sach luu hanh ndi bd)
4. Pham Minh Hac ( 1989 ): Tam ly hgc - Nxb Giao due.
6. Nguyin Phu Hy, (2000): iing dung gidi han de giai toan trung hoc pho th6ng Nxb Giao due
7. Nguyen Phu Hy, (2000), Cac phuang phap giai Phuang trinh, bat phuang trinh va he phuang trinh
6. Nguyin Ba Kim, Vu Duong Thuy (1992): Phuang phap day hgc mdn
Toan - Nxb Giao due. (adsbygoogle = window.adsbygoogle || []).push({});
7. Le nin. (1977) But ky triet hgc NXB sir that
8. Nguyen My Ldc (2004) Mot s6 win de ve giao due hoc dai hoc,Nxb
DHQG Ha Ndi
9. Nguyen Hthi Luang(2002): Day va hgc hgp quy luat hoat dgng trf 6c,
Nxb Van hda thdng tin
10. Nguyen Vu Luang(2007): He phuang trinh va phuang trinh chiia can
thirc, Nxb DHQG Ha Ndi
11.(Mac -Angghen.Nhirng ban thao vl cac van de kinh te va triet hoc-Toan
tap, tap III. Nxb ST, Ha Ngi 1971).
12. Nguyen van Mau (2004) Chuyen de boi dudng hgc sinh gioi toan THPT:
13. Lam Quang Thiep ( 2000): Viec day va hgc d dai hgc va vai trd cua nha giio due dai hgc trong thdi dai thong tin, (Bai dang trong Giao due hgc dai hgc, Trung tam dam bao chat lugng va nghien ciiu phat trien phat trien giao due nam 2000)
14. Chuang trinh giao due phd thdng mdn Toan, Nxb giao due. 15. De thi tuyen sinh vao cac trudng DH, CD, THCN. Nxbl995
Id.Gidi thieu de thi tuyen sinh 1997-1998, 2000-2001, 2002-2006 ciia cac tac gia Doan Minh Cudng, Le Thdng Nhat, Nguyen Phii Trudng, Trin Tuah Diep, Ngd Long Hau, Nxb Ha Ndi
n.Luat mdi trudng. Qule hdi thdng qua 27/12/1993. Nxb Chinh trj Quic gia. HNl994
18. Aendnddp, Co sd ly luan Van hoa Mac-Lenin, NxbVan hoa 1983
19.1nmanuen Kant. Toan tap, Nxb Tu tudng, Matxcova, 1966, tap 4, tr366). 19.Jean- MarcDenomme' et Madeleine Roy, Pour une pedagoie interactive (Tie'n tdi mdt su pham tuang tac. Ban dich tieng Viet, Nxb Thanh Nien nam 2000
20.Sue Johnston-Wilder,Peter Johnston.-Wilder, David Pimm and
Johnwestwell (1999). Learning to teach Mathematics in the Secondary school-
London and new york.
21.Nguon gdc vd nhung khia canh xd hgi triet hgc cua trdo luu gido due "hudng vdo ngU&i hgc'\hao Van nghe sd 20, ngay 18-5-2002).