Download Lecture notes Giáo dục học 2024 and more Lecture notes Pedagogy in PDF only on Docsity!

GIAO DUC HOC

05092024

Gian duo^

hoo 1

* Tai saw hoc?

• Aican (^) tim hieu. Gico duc^

can cho tat ca moi

nguie

Yughaqa

Kita

-23higian a (^2)

I

5 Batapay.

Y

Din mone^ a Bai Cas (^) no hink (^) a phony phap^ day^ how^

.^4 dide

< (^) tinh , havingdayha (Xem slides^ ca^ co)

• • (^) Tink lich su cua gir du

XH phat trien^ the^ nao^ , GD^ phat trien^ whit^ ray

• (^) New kinh tenong (^) nghip

• congughiep - > trithic VNamtang^ nekinhtconynghiegla hai

* Gio duc cotinh

giai cap^ The his Mucichmidunga / Qua (^) lich su (^) ,

cogiai doan^

ma giao duc di^ the ve^

tang lop^ what (^) tink [VD.^ Chien

hin no le va^ chi^ con chan^

faig hop^

tren hoc ,

frong xhoi phon kien Phto / is

trong

this kit th san^

monig do giai capt,

s

a K^ lanh^ chia

Gio due^

co tinh dan to 3) Chic nang

a gio^ duc

• (^) Quic hang kinh te-san^ xnt

• Musi (^) hos ma Kham

pha hang le^

whi Gias dus

Hang

sint = congughexiRGP

4) Qua^ trinh^ Gico duc 5 Thank^ to^ Giro dus

Darting &TGD^ (ring]

6 .Do tion g cna gias duc^ hoc^ 8)^ Hething^ cac btwa^ hoc co (^) lien quar / (^) Hething Lhoa^ hoc (^) vegicioduc 3) (^) Phong phap nghien

a

gias duc^ to

kimchi nam Chuyer

de" 3 cantric

(^2) muctich, mustiet (^) muc cich GD

* Muc dich GD

, Mustieu^ GD^ Xhi^ ↑

• what^ I^ voi^ dung^ GD T
• (^) Musich GD. Cas (^) stich du vien (^) ve san phai can (^) dat cha

~ se^ Ughiep- GD^ phyphapiption^ GDa

↑ (^) how

cho nguor^

who GD )nqur

div

• hink^ this^ tochic^ GD Changdataduhwn

Ketqua GD) Tiencan

↑ ~^3 hieu (^) qua H thank to

MA day hoc

NDDH

pp/p*T^ DH

day(Gn

Tc

• (^) Phan logi Mich^ GD cap , doDan h

hiy

a

can muc (^) dich GB (^) > cac / mus^ tien^ GD ce the^ hod

• (^) Mucdich GD : cap cti^ wha^ thing

Objectiv

e. ding ti^ to^ hing

did

I

quan

tag a

Bloom'staxonomy

SMART

• to bing bang diem^ so"di

ngivi gias^

vien la

quo soan g

ud

up durt, and

• kocan hapaed wir dr^ ho sink^ biet^ Vd. (^) Net doan van^5 cau^ ve^ giadinh wa^ em.

mi (^) dai (^) tien char widung dienkien longti do^ dud^ Chodiesi^ Ghinhs /^ Liet ke^10 ti^ ning v^ gia dink vd. giai thich^ ,^ new^ cai^ gi^?^ mo^ dai^ tench^ wor^ noidung vd (^). Letke ding ti hit quy (^) tatront e Viet S (^) can vir (^) thi hien (^) tai dow mo dai tien chucin^ not (^) ding mus fiel^ co^ the^ chi^ 2-3^ thank^ phan

treem, dink,^ hinhthava banthese

• day thi^ , wi^ loan

• in lang (^) nghe ,^ dink^ hig^ ,^ khuyer^ bas

• (^) lain (^) ban vi (^) con

himingmic rangea )

gia

ha

e

li

• do^ tap ca's^ chuyen gia

nguoi tap ng^ yeu

can sanxuat cu x hi

Chuyen

de 3

1 Qua Minh

day hoc^

a

Yughia

dis day hoo^ *^ Khai^ mei^ day^ ho j Conction &a as what Mancal Phanch che (^) diakhoa" (^) My Go t

• input. (^) con (^) uger ↓ process

Giao vien^ +^ hoc^ sink.^ dians^

+ ket

quaday ho a output. they doive^ chat Fi"tar (^) hien" ich aninc des (^) "Kientao" trithic Ducao two bai^ ban, chugen (^) nghiep phan and vr (^) hoc sink N Lung dui y^ tin (^) hieu nguic trong^ tin (^) hiei I

• (^) think their to chic day has^ requir (^) ngoar < phan

auh voi

giao view

• (^) Cas (^) dier kien cus^ day ho^ ↓ the (^) qua

an hmat,

nann vici Chi

SoSaint^

nacquainnantheihadquanvaoe

Tim (^) tg , this tatt^ - >^ this^ tien.

• (^) Ban chat quatrinh day^ ho^ =>^ Do (^) la cong nhan This chanly ,^ whan^ this^ hiei tg

+ tacdonglaa^

N thach^ quan

• Imi anansinceaa^ & L whan (^) this can tinh (^) ,
• giac^ quan

trigiac

co cui dich dao (^) trung bo trung (^) gian th^ who

Bien Fring

L

• • triday trim tiong 7-what this (^) by link

ban chat ,

quy latcu sta nghien cir-this-dung

• nhan this^ de^ ado - > Ci tao this tien