EHB SINH VIEN NGANH GIAQ QUE TIEU HIDE O ThS NGUYEN THI THANH T U Y E N " 1 Chung to van thudng ghi ehep thdng Hn bdng cdc kf ty, doqn thdng, con so Cdeh ghi chep ndy, theo cdc nhd nghien cuu ve tdm l[.]
Trang 1EHB SINH VIEN NGANH GIAQ QUE TIEU HIDE
O ThS NGUYEN THI THANH T U Y E N "
1 Chung to van thudng ghi ehep thdng Hn
bdng cdc kf ty, doqn thdng, con so Cdeh ghi
chep ndy, theo cdc nhd nghien cuu ve tdm li hqc,
sinh If hqc thdn kinh, mdi chi su dyng mot nua bd
ndo - ndo trdi, md chua he su dyng kX ndng ndo
ben ndo phdi, noi xi) If cde thdng tin ve nhip
dieu, mdu sdc, khdng gion vd su mo mqng Dieu
ndy cd nghTa Id, chung to mdi dang su dyng 50%
khd ndng eua bd ndo de ghi nhdn thdng tin De
giup ngudi hpc su dyng tdi da khd ndng cua bg
ndo, ngudi dqy edn su dyng bdn dd t u duy
(BDTD) trong dqy hoe (DH)
BDTD Id hinh thue ghi ehep nhdm tim tdi, ddo
sdu, m d r p n g mdt y tudng, he thdng hda mdt chu
de hay mdt mqch kien thuc, bdng edch ket hqp
viec su dyng ddng thdi hinh dnh, dudng net, mdu
sdc, chij viet vol su tu duy tfch eye Ddc biet ddy
Id loqi so do md, mdi ngudi cd the ve mdt kieu
khdc nhau, dung mdu sdc, hinh dnh hoy cdc eym
tu d i l n dqt khdc nhau Cung mdt ehu de nhung
mdi ngudi cd the «the hien" theo mpt each rieng
Tl^n trinh Idp mpt BDTD thdng thudng gdm
ede budc sou: 1) Xdc djnh tu khoa, ve ehu de
trung tdm; 2} Ve them cdc Heu de phy [nhdnh cd'p
1); 3) Ve cdc nhdnh cd'p 2, cdp 3; 4) Them cdc
hinh minh hqa
Cd hai cdeh de tqo ro mdt BDTD: ve bdng toy
hoqc ve bdng mdy vi tfnh Neu ve bdng toy thi
mpt BDTD cd the duqc thuc hien de ddng tren
mpt td gidy vdi cdc loqi but mdu khdc nhau Tuy
nhien, cdeh thue ndy ed nhuqc diem Id khd luu
tru, thay d d i , chinh sua Mdt gidl phdp dupc
hudng den Id si) dyng cdc phdn mem M i n d M a p
de tqo BDTD tren vi tinh Viec su dyng cdc phdn
mem M i n d M o p se Idm cho cdng vlec Idp Mind
M a p de ddng vd linh hoqt hon, ddng thdi, ddy
cOng Id mot budc tien cua vlec ung dyng edng
nghe thdng tin nhdm ndng cao hieu qud DH Hien
nay, cd ede phdn mem ve Mind M o p nhu: Buzan's
iMlndMap, Mindjet MlndMonoger Professional,
Inspiration, Visual M i n d , FreeMind, Diagram
Studio Viee su dyng ede phdn mem Mind Mop tuong ddi don gidn, chu yeu yeu cdu ve mat kien thuc nhieu hem Id kt thudt
Mind M a p dupc ve, viet vd dqc theo hudng bdt ddu ti> trung tdm di ehuyen ra phia ngodi vd sou dd Id theo chieu kim ddng hd N h d chu trpng tdi hinh dnh, mdu sdc, cdc mqng ludi lien tudng,, BDTD cd the kich thich tfnh sdng tqo, tfnh td ehuc
vd gidi quyet vdn de, giup ngudi hpc ghi nhd tdt hon, Het kiem duqc thdi gian vd nhin thd'y buc tranh tdng the Ddng thdi, do tfnh md, linh hoqt, khong yeu edu tf le, khudn mau, BDTD cung thfch hop vdi nhieu mdn hqc, nhieu chu de vd ed the dung cho cd Idp, nhdm hay tung cd nhdn Do
d d , cd the su dyng BDTD trong viec trinh bdy cdc
y tudng, tdm tdt thdng tin cuo mot bdi hpc hay mot cud'n sdeh, bdi bdo, he thdng Iqi kien thue, cdc chu de, tdng cudng khd ndng ghi nhd, khd ndng long thudt tdi lieu, khd ndng van dyng kien thuc dd hpc de gidl quyet nhiem vy, duo ro J" tudng mdi Trong DH, ed the vdn dyng BDTD vdo ho trq DH kien thuc mdi, cung co kien thi/c sou mdi Het hpe, dn tdp, he thd'ng hda kien thuc sou mdi ehuong, mdi ki hoqc su dyng de kiem tra kien thuc,
2 Su d y n g BDTD frong DH hpc phdn PPDH Toan d tieu hqc
Gido dye dqi hqc d nude ta dd vd dang ehuyen ddn tu ddo tqo theo nien che song md hinh ddo tqo theo hqc che tfn chf Vol hinh thuc ddo tqo ndy, thdi gian sinh vien (SV) ty nghien cuu chlem thdi lupng chu yeu Do d d , vlec ren luyen cho SV phuong phdp (PP) t y hpc khdng chf ndng cao hieu qud mdn hqc md cdn Id mue tieu eua gido dye dqi hpc
PPDH Todn d tieu hgc Id hpc phdn bdt budc
dd'i vdi SV ngdnh gido dye tieu hpc Vol thdi lupng 2 tfn chi, SV phdi ndm duqc nhung vd'n de
CO bdn ve npi dung chucmg trinh mdn Todn d
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* Tnrdng flai hoc Hung Vi/flng - Phii Tho
Tap chi Giao due so 2 7 8 (ki 2 • 1/2012)
Trang 2tieu hqc, mdt sd PPDH thudng su dyng trong DH hieu qud coo Cd the md td qud trinh DH hpc
Todn d Wiu hpc, DH cho nhi/ng dd'i tupng ddc biet phdn neu tren bdng BDTD nhu hinh dual ddy:
vd td chuc DH Todn d Heu hpc
Do Id nhOng vd'n de khdng qud
khd, yeu cdu su Hm hieu vd su
ty he thd'ng, vi the rdt thudn Ipi
cho viec t d chuc cdc hoot ddng
vol BDTD
Cd t h i to chuc DH hpc phdn
PPDH Todn dfieu hgc vdi BDTD
nhu sou:
Budc 1 ehudn bi ngi dung:
Gidng vien vd SV len ke hopch
chpn cdc chu de de thi^t lap
BDTDvd ehudn bj tdi lieu tham
khdo edn thiet Cd the ehpn cdc
nql dung kien thue rong de
xdy dung BDTD vdi chu de Idn,
chdng hqn, chpn cdc ten chu de: «Cd'i; true ndi ' ' '
dung mdn Todn d tieu hge», «Cdc PPDH Todn d Ddo tqo theo hoc che tfn chi dd, dang vd se
tieu hgc», «Td ehuc DH Todn d tieu hgc» Hoqc md ra nhung eo hpi mdi eung nhung thdch thuc
cung cd the thiet Idp cdc BDTD dl sdu tung chu nidi eho viec ndng eao ehd't lupng ddo too, ddi
de Chdng hqn vdi chu de «Cdc PPDH Todn d hdi cd gidng vien, SV deu phdi linh hoqt trong
tieu hge» cd the Idp BDTD tim hieu tung PP nhu: lya ehpn, phd'l hpp cdc PPDi4 Nhung thu nghiem
«PP trye quan», «PPgoi mo vdn ddp», «Tdehue budc ddu cho thdy, st) dyng BDTD ket hpp vol
n/)dm/jqc/dp/L/ong/de», Ddng thdi, gidng vien, cdc PPDH khdc nhu gpi md-vd'n ddp, thdo ludn,
thuyet trinh, hpp tdc nhdm, , ed tfnh khd thi coo,
g d p phdn ndng eao hieu qud DH ndi dung PPDH Todn d Heu hqc cho SV ngdnh gido dye tieu hpc.Q
SV eung cdn thd'ng nhd't cdeh ve BDTD, ve tren
gid'y, bdng phy hay ve vdi phdn mem BDTD
Budc 2 Lap BDTD: + Hopt ddng 1; Lap BDTD:
Gidng vien td chuc cho SV Idp BDTD theo nhdm
ve mdt chu de kien thue dd ehpn Chdng hqn, ehu
d l dupe chqn trong nql dung ndy Id «Td chuc
nhdm hpc tdp tucmg tdc»; + Hoqt ddng 2: Bdo
eda, thuyet trinh ve BDTD: Dqi dien cdc nhdm len
bdo cdo, thuyet trinh BDTD ve «Td chuc nhdm
hoc tdp tuong tde»; + Hoqt ddng 3: Thdo ludn,
ehinh sua, hodn thien BDTD: Td chuc cho SV thdo
ludn, b d sung, chfnh sua de hodn thien BDTD, rut
ra k i l n thuc trpng tdm eua chu de «Tdehue nhdm dich) NXB Lao dong xd hoi, H.2(K)8
hoc tap tuong tdc»; + Hoqt ddng 4: Cung cdkien 4 Trin Tmng (ciiu bieti) - Dang XuSn Curnig - Nguyen
thuc bang BDTD: SV thuyet H n h mdt BDTD da van Hong - Nguyen Danh Nam Ung dung c6ng nghe
hodn thien (sou khi chfnh st)a BDTD cua ede nhdm thong tin vaoday hoc m 6 n T o a n a t i w n g p h d th6ng
hope BDTD do gidng vien ehudn bj trudc de ehd't
k i l n thuc) Ddy cung Id ndi dung kien tht/c cua
bdi md SV cdn ndm duqc
Buoe 3 Nhdn xet, ddnh gid: Tu nhOng thdng
tin phdn hot cdn thiet thu duoc sou qud trinh SV '"9 rnethod in universities due to its specific
advan-thie't Idp, thuye't minh vd sudung BDTD, gidng f^Q^^y'^^'Chconlnbute to shaping students'thinking
iiiici lup, , ^ •, cw 4- I style This article presents organizing teaching Maths
vien danh gia ket qua hpc tap cua SV, dong thoi teaching method m primary schools'for students of
dieu chfnh myc ti§u, qud trinh to chuc de DH dqt primary education with mind map
Tap chi Giao due so 2 7 8 (k a -1/20121 ^ _ ^ ^
T a i li^u tham khao
1 Trdn Dinh Chau - DSng Ttii Thu Thuy Sur dung
ban d6 tu-duy trong day hoc Toan NXB Gido due
Viet Nam U.lOl I
2 VQ Qu6'c Chung (chu bien) - Dao Thai Lai - D6
Tie'n Dat - Tr4n Ngoc Lati - Nguyen Hitng Quang • Le
Ngoc Son Giao trinh phurmg phap day hoc Toan
tieu hpc NXB Gidodi^c, H.2008
3 Tony Buzan Lap ban do tir duy (Nguyen Th^ Anh
NXB Gidoduc ViStNam H,201l
SUMMARY
Using a mind map which is a form of organizing information in teaching is now suitable for credit