Khҧ QăQJWӵ hӑc, tӵ WuPWzL NK{QJ QKӳng quan trӑQJ WURQJ TXi WUuQK Kӑc tұS NKL +6 FzQ ÿӃQ WUѭӡQJ Pj FzQ Uҩt quan trӑng trong khoҧng thӡi gian vӅ VDXNKLFiFHPOrQFiFFҩp hӑFWUrQYjQKҩWOj NKLFiF
Trang 2MӨC LӨC
MӢ ĈҪU - 1 -
/tGRFKӑQÿӅ WjL - 1 -
2 Lӏch sӱ QJKLrQFӭu - 3 -
2.1 Ӣ QѭӟFQJRjL - 3 -
2.2 Ӣ ViӋt Nam - 3 -
3 MөFÿtFKQJKLrQFӭu - 5 -
4 Giҧ thiӃt khoa hӑc - 5 -
ĈӕLWѭӧQJNKiFKWKӇ YjSKҥPYLQJKLrQFӭu - 5 -
ĈӕLWѭӧQJQJKLrQFӭu - 5 -
.KiFKWKӇ QJKLrQFӭu - 5 -
5.3 PhҥPYLQJKLrQFӭu - 6 -
6 NhiӋm vө QJKLrQFӭu - 6 -
3KѭѫQJSKiSQJKLrQFӭu - 6 -
7.1 3KѭѫQJSKiSQJKLrQFӭXOtWKX\Ӄt - 6 -
7.2 3KѭѫQJSKiSÿLӅu tra phӓng vҩn - 6 -
7.3 3KѭѫQJSKiSTXDQViWVѭSKҥm - 6 -
7.4 3KѭѫQJSKiSWәng kӃt kinh nghiӋm - 6 -
7.5 3KѭѫQJSKiSQJKLrQFӭu thӵc nghiӋm - 7 -
8 CҩXWU~FÿӅ WjL - 7 -
NӜI DUNG - 8 -
&+ѬѪ1*&Ѫ6 Ӣ /Ë/8 Ұ19¬&Ѫ6 Ӣ THӴC TIӈN CӪ$Ĉ ӄ 7¬, - 8 -
&ѫV ӣ OtOX ұn - 8 -
1.1.1 Mӝt sӕ vҩQÿӅ FѫEҧn vӅ QăQJOӵc tӵ hӑc - 8 -
.KiLQLӋPQăQJOӵc tӵ hӑc - 8 -
&iFELӇu hiӋn cӫDQăQJOӵc tӵ hӑc - 12 -
9DLWUzFӫDQăQJOӵc tӵ hӑc trong hoҥWÿӝng hӑc tұp - 15 -
1.1.2 Tәng quan vӅ %*Ĉ7(- learning - 16 -
.KiLQLӋP%*Ĉ7(- learning - 16 -
4XLÿӏnh chung cӫD%*Ĉ7(- learning - 18 -
&iFSKҫn mӅPFѫEҧn hӛ trӧ thiӃt kӃ EjLJLҧQJÿLӋn tӱ E- learning - 19 -
Trang 3ĈһFÿLӇPWkPOtFӫa hӑc sinh tiӇu hӑc - 32 -
1.1.3.1 VӅ nhұn thӭc - 32 -
1.1.3.2 VӅ QKkQFiFK - 35 -
&ѫV ӣ thӵc tiӉn cӫDÿ Ӆ WjL - 37 -
ĈһFÿLӇm, nӝLGXQJFKѭѫQJWUuQKP{Q.KRDKӑc lӟp 5 - 37 -
&KѭѫQJWUuQKP{Q.KRDKӑc lӟp 5 - 37 -
1.2.1.2 Chӫ ÿӅ ³7Kӵc vұWYjÿӝng vұW´P{Q.KRDKӑc lӟp 5 - 39 -
1.2.2 Thӵc trҥQJSKiWWULӇQQăQJOӵc tӵ hӑFWK{QJTXD%*Ĉ7(- learning trong dҥy hӑFP{Q.KRDKӑc lӟp 5 - 41 -
1.2.2.1 MөFÿtFKÿLӅu tra - 41 -
ĈӕLWѭӧQJÿLӅu tra - 41 -
1.2.2.3 NӝLGXQJÿLӅu tra - 42 -
3KѭѫQJSKiSÿLӅu tra - 42 -
1.2.2.5 KӃt quҧ ÿLӅu tra thӵc trҥng - 42 -
&+ѬѪ1*7+, ӂT Kӂ %¬,*, Ҧ1*Ĉ, ӊN TӰ E-LEARNING CHӪ Ĉӄ ³ THӴC VҰ79¬Ĉ ӜNG VҰ7´0Ð1.+2$+ ӐC LӞP 5 - 48 -
1JX\rQW ҳc thiӃ t kӃ %*Ĉ7( -learning trong dҥ y hӑ c chӫ ÿӅ ³7K ӵc vұWYj ÿӝng vұW´P{Q.KRDK ӑc lӟp 5 - 48 -
1JX\rQWҳFVѭSKҥm - 48 -
2.1.2 Ngu\rQWҳFÿҧm bҧRWtQKNKRDKӑc - 49 -
1JX\rQWҳFÿҧm bҧRWtQKKLӋu quҧ - 49 -
1JX\rQWҳFÿҧm bҧRWtQKWUӵc quan - 50 -
4XLWUuQKWKL Ӄ t kӃ %*Ĉ7( - learning chӫ ÿӅ ³7K ӵc vұWYjÿ ӝng vұW´P{Q Khoa hӑ c lӟp - 51 -
6ѫÿӗ TXLWUuQKWKLӃt kӃ - 51 -
2.2.2.1 ;iFÿӏnh mөFWLrXFӫDEjLKӑc - 51 -
;iFÿӏnh nӝLGXQJEjLKӑc tӯ ÿy[iFÿӏnh nhӳng kiӃn thӭFSKKӧSÿӇ [k\ dӵng kӏch bҧn dҥy hӑc - 52 -
2.2.2.3 ;k\GӵQJWKѭYLӋQWѭOLӋXÿLӋn tӱ - 54 -
2.2.2.4 Vұn dөng FiFSKҫn mӅPWUuQKGLӉn FѫEҧn ÿӇ [k\Gӵng %*Ĉ7(-learning.- 56 - 2.2.2.5 Chҥy thӱ FKѭѫQJWUuQKFKӍnh sӱDYjKRjQWKLӋn - 66 -
Trang 42.3.3 NhӳQJÿLӇm cҫQFK~êNKLthiӃt kӃ %*Ĉ7(- learning trong dҥy hӑc chӫ ÿӅ ³
Thӵc vұWYjÿӝng vұW´P{Q.KRDKӑc lӟp 5 - 66 -
2.3.4 ThiӃt kӃ mӝt sӕ %*Ĉ7(- learning chӫ ÿӅ ³7Kӵc vұWYjÿӝng vұW´P{Q.KRD hӑc lӟp 5 - 67 -
&+ѬѪ1*7+ ӴC NGHIӊ06Ѭ3+ ҤM - 78 -
3.1 MөFÿtFKWK ӵc nghiӋm - 78 -
3.2 NhiӋ m vө thӵc nghiӋ m - 78 -
3.3 TiӃ QKjQKWK ӵc nghiӋm - 78 -
3.3.1 ChӑQÿӕLWѭӧng thӵc nghiӋm - 78 -
3.3.2 Bӕ WUtWKӵc nghiӋm - 78 -
&iFEѭӟc tiӃQKjQKWKӵc nghiӋm - 79 -
3.4 KӃ t quҧ thӵc nghiӋ m - 79 -
3.4.1 NhұQ[pWYӅ NL tӵ hӑc cӫD+6WK{QJTXDQKLӋm vө GV giao vӅ QKjFKR+6 QKyPOӟp - 79 -
3.4.2 Xӱ OtNӃt quҧ FiFEjLNLӇm tra cӫDQKyPOӟSÿӕi chӭng 77
3.4.2.1 ThӕQJNrWӯ EjLNLӇm tra 1 - 82 -
3.4.2.2 ThӕQJNrWӯ EjLNLӇm tra 2 - 84 -
3.4.2.3 ThӕQJNrFKXQJWӯ hai lҫn kiӇm tra - 86 -
KӂT LUҰ19¬., ӂN NGHӎ - 90 -
1 KӂT LUҰN - 90 -
2 KIӂN NGHӎ - 90 -
+ѬӞ1*1*+,Ç1&ӬU TIӂP THEO CӪ$Ĉӄ 7¬, - 91 -
Trang 5DANH MӨC &È& BҦNG
Bҧng 1.1 Nhұn thӭc cӫa hӑc sinh vӅ QăQJOӵc tӵ hӑF««««««««««
BҧQJ&iFKuQKWKӭc tӵ hӑc cӫa hӑFVLQK«««««««««««««
Bҧng 1.3 Nhұn thӭc cӫa GV vӅ viӋFSKiWWULӇn NL tӵ hӑFFKR+6YjYLӋc sӱ dөQJFiF
KuQKWKӭc, biӋQSKiSÿӇ SKiWWULӇn NL tӵ hӑFFKR+6««««««««««
Bҧng 3.1 Bҧng thӕQJNrNӃt quҧ chung cӫDEjLNLӇPWUD««««««««
Bҧng 3.2 Bҧng tҫn suҩt sӕ kӃt quҧ ÿLӇm cө thӇ WURQJEjLNLӇPWUD««««
Bҧng 3.3 BҧQJSKkQSKӕi tҫn suҩWÿLӇPEjLNLӇPWUD«««««««««
Bҧng 3.4 Bҧng thӕQJNrNӃt quҧ chung cӫDEjLNLӇPWUD«««««««
Bҧng 3.5 Bҧng tҫn suҩt sӕ kӃt quҧ ÿLӇm cө thӇ WURQJEjLNLӇPWUD«««
Bҧng 3.6 BҧQJSKkQSKӕi tҫn suҩWÿLӇPEjLNLӇPWUD««««««««
Bҧng 3.7 BҧQJSKkQSKӕi tҫn suҩWÿLӇPEjLNLӇm tra cӫDQKyPOӟSÿӕi
Trang 6DANH MӨC BIӆ8Ĉ Ӗ
BiӇXÿӗ 1.1 Nhұn thӭc cӫa hӑc sinh vӅ QăQJOӵc tӵ hӑF««««««««««
BiӇXÿӗ &iFKuQKWKӭc tӵ hӑc cӫa hӑFVLQK«««««««««««««
BiӇXÿӗ 1.3 Nhұn thӭc cӫa GV vӅ viӋFSKiWWULӇn NL tӵ hӑFFKR+6YjYLӋc sӱ dөng
FiFKuQKWKӭc, biӋQSKiSÿӇ SKiWWULӇn NL tӵ hӑFFKR+6«««««««««
BiӇXÿӗ 3.2 Tҫn suҩt sӕ kӃt quҧ ÿLӇm cө thӇ WURQJEjLNLӇPWUD«««««
BiӇXÿӗ 3KkQSKӕi tҫn suҩWÿLӇPEjLNLӇPWUD«««««««««««
BiӇXÿӗ 3.5 Tҫn suҩt sӕ kӃt quҧ ÿLӇm cө thӇ WURQJEjLNLӇPWUD««««««
BiӇXÿӗ 3KkQSKӕi tҫn suҩWÿLӇPEjLNLӇPWUD««««««««BiӇXÿӗ 3KkQSKӕi tҫn suҩWÿLӇPEjLNLӇm tra cӫDQKyPOӟSÿӕi
chӭQJ««««««««««««««««««««««««««««««
BiӇXÿӗ 3KkQSKӕi tҫn suҩWÿLӇPEjLNLӇm tra cӫDQKyPOӟp thӵc
nghiӋP«««««««««««««««««««««««««««««
Trang 8- 1 -
MӢ ĈҪU
1 /tGRFK ӑQÿ Ӆ WjL
Trong thӡLÿҥi hiӋn nay, khi F{QJQJKӋ WK{QJWLQ&177 SKiWWULӇQYѭӧt bұc,
FiFWKjQKWӵu khoa hӑFOLrQWLӃSQKDXUDÿӡLÿmOjPFKRYLӋc hӑFYjGҥy hӑFFyQKӳng
ÿәi mӟLSKKӧp MӛLFiQKkQSKҧi biӃWFiFKWӵ WuPNLӃm nguӗQWK{QJWLQSKKӧp, xӱ
OêQJXӗQWK{QJWLQÿyÿӇ vұn dөQJYjRFiFYҩQÿӅ cө thӇ9uYұy dҥy Yj hӑc cҫQFy
nhӳQJEѭӟc chuyӇQPuQK WKHR [X Kѭӟng cӫa thӡLÿҥi mӟLĈӇ ÿiSӭng cho nhu cҫu
cӫD[mKӝi, nӅQJLiRGөFQѭӟFWDFNJQJÿmFyQKӳng biӃn chuyӇQWtFKFӵc vӟi nhӳng
ÿӏQKKѭӟQJÿәi mӟLSKѭѫQJSKiSJLiRGөc MөFWLrXKjQJÿҫXÿһWUDFKRJLiRGөFOj
phҧLSKiWKX\WtQKWtFKFӵc, chӫ ÿӝng ViQJWҥo cӫa hӑc sinh (HS) HS sӁ Oj FKӫOj
WUXQJWkPFӫDTXiWUuQKQKұn thӭc diӉn ra trong mӛi tiӃt hӑFĈӇ OjP ÿѭӧFÿLӅXQj\
mӝt trong nhӳng vҩQÿӅ cҫn phҧLOѭXêÿӃQOjYLӋc tӵ hӑc cӫD+6+6NK{QJFKӍ cҫn
nҳm bҳWÿѭӧc nӝi dung kiӃn thӭFPjFiFHPFzn cҫn phҧi biӃWÿӃQSKѭѫQJSKiSÿӃn
FiFKWKӭFWuPUDYjVӱ dөQJFK~QJVDRFKRKLӋu quҧ nhҩt Khҧ QăQJWӵ hӑc, tӵ WuPWzL
NK{QJ QKӳng quan trӑQJ WURQJ TXi WUuQK Kӑc tұS NKL +6 FzQ ÿӃQ WUѭӡQJ Pj FzQ Uҩt
quan trӑng trong khoҧng thӡi gian vӅ VDXNKLFiFHPOrQFiFFҩp hӑFWUrQYjQKҩWOj
NKLFiFHPÿmWUѭӣQJWKjQK
7X\QKLrQWURQJWKӵc tӃÿӕi vӟLP{Q.KRDKӑFQyLULrQJÿӇ tә chӭc mӝt giӡ
hӑFWUrQOӟSWKHRÿӏQKKѭӟng mӟLQKѭKLӋQQD\PjWURQJÿy+6JLӳ YDLWUzOjPFKӫ
TXiWUuQKQKұn thӭc trong tiӃt hӑFÿy quҧ thұWOjNK{QJGӉ GjQJ7KӡLOѭӧng mӛi tiӃt
hӑc chӍ FyEDPѭѫLOăPSK~WNӇ cҧ thӡi gian әQÿӏnh lӟp, tә chӭc hoҥWÿӝng cӫa lӟp)
QKѭQJOѭӧng kiӃn thӭc trong mӛLEjLOҥLNKiQKLӅXWUuQKÿӝ hӑc tұp cӫa HS lҥLNKiF
QKDXÿmJk\UDNKiQKLӅXÿLӅu bҩt cұp, NKy iS GөQJFiFSKѭѫQJSKiSGҥy hӑc mӟi
%rQFҥQKÿyVƭVӕ mӛi lӟp hӑc hiӋn tҥLOjTXiÿ{QJQrQÿӕi vӟi JLiRYLrQ (GV) viӋc
TXDQWkPÿӃn tӯQJFiQKkQWURQJOӟp hӑFÿӃQFiFEăQNKRăQVX\QJKƭQKӳQJYѭӟng
mҳc cӫDFiFHPKLӋn vүQFzQUҩt hҥn chӃ&KtQKQhӳQJYѭӟng mҳFNK{QJÿѭӧc quan
WkPJLҧLÿiSNӏp thӡi rҩt dӉ OjP+6Fҧm thҩ\FKiQQҧn, mҩt tӵ WLQYjÿk\VӁ OjQKӳng
UjRFҧQFKRFiFHPWURQJYLӋc thu nhұQWKrPFiFFiFNLӃn thӭc vұWOêQyLFKXQJYjFiFWK{QJWLQNKRDKӑc hiӋQÿҥi vӅ VDXQyLFKXQJ
1JRjL nhӳQJQJX\rQQKkQNKiFKTXDQQKѭÿmQrXWKuPӝt trong nhӳQJQJX\rQQKkQFKӫ TXDQFKtQKGүQÿӃQFiFNKyNKăQQj\OjYLӋc tӵ hӑc cӫD+6FzQFKѭDÿѭӧc
tӕWOjPҧQKKѭӣQJNKiQKLӅXÿӃQTXiWUuQKKӑc tұp ViӋc chuҭn bӏ EjLӣ QKjFӫa HS
Trang 9- 2 -
WKѭӡQJPDQJWtQKFKҩWÿӕi SKyWҥm thӡL7K{QJWKѭӡQJFiFHPNK{QJ[HPEjLWUѭӟc hoһc nӃXFyFNJQJFKӍ dӯng lҥi ӣ mӭFÿӝ trҧ lӡLFiFFkXKӓLGR*9\rXFҫu mӝWFiFK
Pi\ PyF QJRjL UD NK{QJ Fy Vӵ ÿҫX Wѭ VX\ QJKƭ WKrP FiF YҩQ ÿӅ Fy OLrQ TXDQ 6ӵ
chuҭn bӏ EjLPӟi thiӃXFKXÿiRFNJQJNKLӃn cho viӋc hӑc tұSWUrQOӟp cӫa HS gһp nhiӅu
hҥn chӃ.KLÿѭӧF\rXFҫu tӵ ÿѭDUDQKұQ[pWKD\WUuQKEj\Oҥi nhӳng nӝLGXQJÿmWuP
hiӇXÿѭӧFWKu+6WKѭӡng tӓ UDNKiO~QJW~QJ3KҫQÿ{QJFiFHP+6YүQFzQWLӃp nhұn
kiӃn thӭFÿѭӧc GV truyӅQÿҥt mӝWFiFKWKө ÿӝQJĈӇ JL~S+6FyWKӇ thӵc sӵ OjPFKӫ
cӫDTXiWUuQKQKұn thӭFSKiWKX\ÿѭӧFFiFNKҧ QăQJFӫa bҧQWKkQWKuFҫQFyWKrPWKӡi
gian, cҫQFyWKrPQӳDFiFKӛ trӧ tӯ SKtD*9ÿӇ +6FyWKӇ tӵ hӑc nhiӅXKѫQKLӋu quҧ
KѫQQӳa
Ĉһc biӋWÿӕi vӟi HS lӟSOjOӟp hӑc cuӕi cҩp ӣ TiӇu hӑc (TH) WKuVӵ hӛ trӧ ÿӇ
JL~SFiFHPWӵ hӑFOjUҩt cҫn thiӃt Lѭӧng kiӃn thӭc cҫn tiӃSWKXFiFNӻ QăQJ (KN) cҫn
UqQOX\ӋQO~FQj\ÿӕi vӟLFiFHP+6ÿӇ OjPQӅn tҧng cho viӋc hӑFFiFP{n TN- XH ӣ
FiFFҩp hӑFWUrQOjNKiQKLӅu NӃXNK{QJFy sӵ hӛ trӧ WKuTXiWUuQKKӑc tұp cӫDFiFHP
sӁ trӣ QrQNKiQһng nӅ, vӟLFiFNKyNKăQQKҩWÿӏnh dӉ dүQÿӃQWuQKWUҥng HS hӑc vҽt,
hӑFÿӕLSKy
HS ÿDQJFy[XKѭӟQJYѭӧt ra khӓLEjLJLҧng ӣ lӟp hӑFÿӇ WuPNLӃm, mӣ rӝng,
ÿjRVkXWULWKӭc tӯ nhiӅu nguӗQWK{QJWLQNKiFQKDX&KtQKYuYұy, tӵ hӑc trӣ QrQSKә
biӃQYjWUӣ thjQh mӝWWtnh chҩWÿһFWUѭQJWURQJGҥy hӑF+uQKWKjQKYjSKiWWULӇn QăQJ
lӵc (NL) tӵ hӑc cho HS FKtQKOjNKkXWKHQFKӕWÿӇ tҥo ra "nӝi lӵc" nhҵPQkQJFDRFKҩt
OѭӧQJYjKLӋu quҧ dҥy hӑF7X\QKLrn, trong thӵc tӃ NL tӵ hӑc cӫa HS FzQQKLӅu hҥn
chӃKѫQQӳa nhӳQJF{QJWUuQKQJKLrQFӭu vӅ KuQKWKjQKYjSKiWWULӇn NL tӵ hӑc cho
hӑc sinh TiӇu hӑc (HSTH) WK{QJTXDFiFSKѭѫQJWLӋn dҥy hӑc hiӋQÿҥLFKѭDFy9LӋc
KuQKWKjQKYjSKiWWULӇn NL tӵ hӑc cho HS trӣ WKjQKPӝW\rXFҫu cҩSEiFKPӝt nhiӋm
vө quan trӑng trong dҥy hӑFP{Q.KRDKӑFQyLULrQJYjFiFP{QKӑc ӣ TH QyLFKXQJ
ViӋc sӱ dөQJSKѭѫQJWLӋn dҥy hӑc hiӋQÿҥLWURQJÿyӭng dөng CNTT YjWUX\ӅQWK{QJ
ÿѭӧFFRLOjPӝt yӃu tӕ WtFKFӵFWURQJTXiWUuQKÿәi mӟLSKѭѫQJSKiSGҥy hӑc
%rQFҥnh thӵc trҥQJWUrQYӟi sӵ SKiWWULӇQQKDQKFKyQJFӫa CNTTFiFSKѭѫQJ
tiӋn hӛ trӧ FKRJLiRGөFFNJQJWăQJOrQPҥnh mӁ Hӑc tұSNK{QJFzQQKҩt thiӃt phҧLÿӃn
lӟSYjJһp trӵc tiӃp vӟL*9PjPӝWQJѭӡLKRjQWRjQFyWKӇ WtӃp nhұn mӝt, hoһc nhiӅu
lӟp hӑc trӵc tuyӃQFQJO~FEҵng hӋ thӕng Internet vӟi nhӳQJKuQKҧQKkPWKDQKPLQK
hӑa, hӛ trӧ thiӃt thӵc tӯ F{QJQJKӋ hiӋQÿҥi Thӡi gian hӑc cӫDQJѭӡi hӑFNK{QJFzQ
Trang 10- 3 -
EyJӑn trong thӡLJLDQEDPѭѫLOăPSK~WWURQJPӛi tiӃt hӑFPjQyVӁ NpRGjLKѫQӣ
mӑLO~FPӑLQѫLFyKӋ thӕQJ,QWHUQHW FKRÿӃQNKLQjRKӑ cҧm thҩ\OjPuQKÿmWKӵc sӵ
nҳm vӳng kiӃn thӭc mӟLĈyOjKuQKWKӭc dҥy hӑFWK{QJTXD%*Ĉ7 E- learning
'RÿyW{LQJKƭUҵng rҩt cҫn thiӃWQrQFyPӝWKuQKWKӭc dҥy hӑc nhҵm hӛ trӧ cho
viӋc tӵ hӑc bӝ P{Q Qj\ FKRHSTH WK{QJ TXD%*Ĉ7 E-learning NhӳQJ WK{QJ WLQ
ÿѭӧc cung cҩSÿѭӧFWUDRÿәLWK{QJTXDOӟp hӑFQj\VӁ JL~SFKR+6Fҧm thҩy tӵ tin
KѫQKӭQJWK~YjWKӵc sӵ OjPFKӫ ÿѭӧFTXiWUuQKQKұn thӭFWUrQOӟp vӟi tӯng tiӃt hӑc
Khoa hӑc theo pKѭѫQJSKiSPӟi ӣ WUѭӡng hӑc hiӋn nay HS sӁ thұt sӵ trӣ WKjQKWUXQJ
WkPFӫa tiӃt hӑF+ѫQWKӃ nӳDVDXNKLÿmOjPTXHQYӟLFiFKKӑc vӟi sӵ hӛ trӧ tӯ FiF
WK{QJWLQWUrQPҥng Internet, cҧm thҩy hӭQJWK~YӟLFiFKKӑFQj\YӟLFiFNӃt quҧ Pj
QyÿHPOҥLQJѭӡi hӑFPjFө thӇ Oj+6YүQFyWKӇ chӫ ÿӝng tӵ hӑc vӅ sau
XuҩWSKiWWӯ nhӳQJOêGRWUrQW{LÿmFKӑQÿӅ WjL³Thi͇ t k͇ EjLJL ̫QJÿL ͏ n t͵
E- learning chͯ ÿ ͉ ³7K c v̵WYjÿ ͡ng v̵W´P{Q Khoa h͕ c lͣ p 5 nh̹ PSKiWWUL ͋ n
QăQJO c t h͕c cho h͕c sinh´ OjPÿӅ WjLQJKLrQFӭu
2 Lӏ ch sӱ QJKLrQF ӭu
2.1 Ӣ Qѭ ӟFQJRjL
Tӵ hӑFÿmÿѭӧFFRQQJѭӡi thӵc hiӋn tӯ rҩt sӟm, ngay tӯ khi JLiRGөc FKѭDWUӣ
WKjQKPӝWQJKjQKNKRDKӑc thӵc sӵ Ӣ thӡi kǤ ÿyQJѭӡLWDÿmELӃWTXDQWkPÿӃn viӋc
OjPVDRFKRQJѭӡi hӑFFKăPFKӍWtFKFӵc ghi nhӟ nhӳQJJLiRKXҩn cӫa thҫ\YjKjQK
ÿӝng theo nhӳQJÿLӅu ghi nhӟ ÿy
- Tӯ thӃ kӍ ;9,, FiF QKj JLiR GөF QKѭ - $ &RPHQVN\ ± 1670); G
Brousseau ( 1712- 1778); J.H Pestalozzi ( 1746 ± 1872); A Disterweg ( 1790 ± 1866)
WURQJFiFF{QJWUuQKQJKLrQ cӭu cӫD PuQKÿӅu rҩWTXDQWkPÿӃn sӵ SKiWWULӇQWUtWXӋ
WtFKFӵFÿӝc lұSViQJWҥo cӫD+6YjQKҩn mҥnh phҧi khuyӃQNKtFKQJѭӡLÿӑFJLjQK
lҩ\WUtWKӭc bҵQJFRQÿѭӡng tӵ NKiPSKiWuPWzLYjVX\QJKƭWURQJTXiWUuQKKӑc tұp
- 7URQJ JLDL ÿRҥn hiӋQÿҥLFiF QKj JLiR Gөc hӑFÿLVkXQJKLrQFӭu khoa hӑc
JLiRGөFYjÿmNKҷQJÿӏQKYDLWUzWROӟn cӫa tӵ hӑF7URQJWiFSKҭP³7ӵ hӑFQKѭWKӃ
QjR¶Fӫa N A Rubakin ( 1862- 1946) do NguyӉQĈuQK&{LGӏFKÿmWұSWUXQJWUuQK
Ej\QKLӅu vҩQÿӅ vӅ FiFSKѭѫQJSKiSWӵ hӑc, ciFSKѭѫQJSKiSVӱ dөQJViFK
2.2 Ӣ ViӋ t Nam
VҩQÿӅ tӵ hӑc ӣ ViӋW1DPFNJQJÿѭӧFFiFQKjJLiRGөFTXDQWkPFө thӇ QKѭ
Trang 11- 4 -
- &iF QKj JLiR GөF QKѭ 1JX\Ӊn CҧQK 7RjQ 1JX\Ӊn KǤ 9NJ 9ăQ 7ҧR %L
TѭӡQJÿmFQJQKDXELrQVRҥn cuӕQViFK³4XiWUuQKGҥ\YjWӵ hӑF´QKj[Xҩt bҧn
*'+j1ӝi xuҩt bҧQÿmNKҷQJÿӏnh NL tӵ hӑc cӫD+6GÿDQJFzQSKiWWULӇn vүQOj
nӝi lӵc quyӃWÿӏnh cӫa bҧQWKkQQJѭӡi hӑF*9OjWiFQKkQKѭӟng dүn, tә chӭc, chӍ ÿҥo
cho HS
- Mӝt sӕ ÿҫXViFKYӅ vҩQÿӅ tӵ hӑc cӫa mӝt sӕ FiFWiFJLҧ QKѭ³7ӵ hӑF´GR
NguyӉn CҧQK7RjQFKӫ ELrQYjFiFWiFJLҧ³3KiWWULӇQWtFKFӵFWtQKWӵ lӵc cӫa HS
WURQJTXiWUuQKGҥy hӑF´Fӫa NguyӉn Ngӑc BҧR³7ә chӭc dҥy hӑFFKR+6GkQWӝc
miӅQQ~L´FӫDWiFJLҧ Phҥm Hӗng Quang.v.v
Vӟi sӵ SKiWWULӇn mҥnh mӁ cӫDF{QJQJKӋ WK{QJWLQFѫVӣ hҥ tҫng viӉQWK{QJ
QJj\ FjQJ KLӋQ ÿҥL ÿm Wҥo nhӳng tiӅQ ÿӅ bӅn vӳng cho viӋF SKiW WULӇn hӋ thӕng
E-learning Bӣi vұy, trong nhӳQJ QăP TXD %ӝ *LiR GөF Yj ĈjR WҥR ÿm Fy QKLӅu chӫ
WUѭѫQJYjNKX\ӃQNKtFKQKӳng tә chӭFFѫVӣ ÿjRWҥRWtFKFӵc ӭng dөng CNTT&TT
nhҵP[k\Gӵng nhӳng hӋ thӕng phөc vө F{QJ WiF ÿәi mӟLWtFKFӵc trong hoҥWÿӝng
giҧng dҥ\YjKӑc tұp cӫa HSVLQKYLrQ
GҫQÿk\FiFKӝi thҧo vӅ &177YjJLiRGөFÿmFyÿӅ cұp nhiӅXÿӃn vҩQÿӅ
E-OHDUQLQJYjNKҧ QăQJiSGөQJYjRP{LWUѭӡQJÿjo tҥo ӣ ViӋW1DPWKXK~WQKLӅXQKj
khoa hӑFTXDQWkP Trong ÿyFiFQKjJLiRGөFFNJQJ ÿmFyQKLӅXÿӅ WjLQJKLrQFӭu vӅ
vҩQÿӅ viӋFSKiWWULӇn NL tӵ hӑc cho HS Mӝt sӕ QJKLrQFӭu vӅ vҩQÿӅ SKiWWULӇn NL
tӵ hӑc FKR+6ÿLӇQKuQKQKѭVDX
- 7URQJWjLOLӋu tұp huҩQ³(- OHDUQLQJYjӭng dөng trong dҥy hӑF´Fӫa 3KyJLiR
Vѭ/r+X\+RjQJYj/r;XkQ4XDQJ- GiҧQJYLrQWUѭӡQJĈҥi hӑF6ѭ3KҥP+j1ӝi ,
FiFWiFJLҧ ÿmQJKLrQFӭXQrXUDÿѭӧFFѫEҧn vӅ E- learning, tҫm quan trӑng cӫa viӋc
sӱ dөng E- learning ӭng dөQJYjR dҥy hӑc, hӋ thӕng quҧQOtKӑc tұSYjFiFK[k\Gӵng
FiF NKyD Kӑc E- learning nhҵP JL~S FKR *9 KLӇX ÿѭӧc vӅ E- OHDUQLQJ Yj YLӋc ӭng
dөQJFK~QJYjRWURQJTXiWUuQKGҥy hӑFÿӇ QkQJFDRFKҩWOѭӧng dҥy hӑc hiӋn nay
- Trong luұQYăQ³1JKLrQFӭu triӇQNKDLÿjRWҥo trӵc tuyӃQP{Q7RiQJySSKҫn
KuQKWKjQKYjSKiWWULӇn NL tӵ hӑc cho HS Trung hӑc phә WK{QJ´WiFJLҧ Trҫn Trung
ÿmQJKLrQFӭu viӋc ӭng dөQJÿjRWҥo trӵc tuyӃn E-learning nhҵm ÿiSӭng nhu cҫXÿD
dҥng cӫDQJѭӡi hӑFYjSKiWWULӇn NL tӵ hӑc cho HS Trung hӑc Phә WK{QJJySSKҫn
QkQJFDRFKҩWOѭӧng dҥy hӑFP{Q7RiQ
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- Trong luұQ YăQ FӫD WiF JLҧ NguyӉn Thӏ /ѭѫQJ YӟL ÿӅ WjL ³ 1JKLrQ Fӭu E- OHDUQLQJYjӭng dөng thiӃt kӃ %*Ĉ7 E- OHDUQLQJ´WiFJLҧ ÿmWuPKLӇu vӅ E- OHDUQLQJYjӭng dөng thiӃt kӃ mӝt sӕ EjLJLҧng E- OHDUQLQJJySSKҫn thӵc hiӋn chӫ WUѭѫQJFӫa Bӝ
JLiRGөFYjÿjRWҥRWURQJJLDLÿRҥn mӟLOjWtFKFӵc triӇQNKDLFiFKRҥWÿӝQJ[k\Gӵng
mӝW[mKӝi hӑc tұSPjPӑLQJѭӡLÿӅXFyFѫKӝi hӑc tұSKѭӟng tӟi viӋc hӑc: hӑc bҩt kǤ
thӭ JuKӑc bҩt kǤ O~FQjRKӑc bҩt kǤ QѫLÿkXYjKӑc tұp suӕWÿӡL«
Tӯ TXiWUuQKQJKLrQFӭXOtWKX\ӃWW{LQKұn thҩy ÿӃn thӡLÿLӇm hiӋn tҥi, vүQFKѭD
FyF{QJWUuQKQJKLrQFӭXQjRSKiWWULӇn NL tӵ hӑFWK{QJTXD%*Ĉ7 E- learning trong
chӫ ÿӅ ³7Kӵc vұWYjÿӝng vұW´P{Q.KRDKӑc lӟp 5 ÿӇ WuPKLӇu vӅ viӋFSKiWWULӇn NL
tӵ hӑc cӫD+67X\QKLrQQKӳQJWjLOLӋXWUrQYүQFyQKӳQJJLiWUӏ nhҩWÿӏnh, OjPFѫVӣ
cho FK~QJW{LQJKLrQFӭu vӅ viӋc SKiWWULӇn NL tӵ hӑc cӫD+6TXDÿӅ WjL³Thi͇t k͇ EjL
gi̫ QJ ÿL ͏ n t͵ E- learning chͯ ÿ ͉ ³ 7K c v̵W Yj ÿ ͡ng v̵W´ P{Q Khoa h͕ c lͣ p 5
nh̹ PSKiWWUL ͋ QQăQJO c t h͕c cho h͕c sinh´
3 MөFÿtFKQJKLrQF ӭu
7uPKLӇXFѫVӣ OtOXұQYjWKӵc tiӉn vӅ viӋc SKiWWULӇn NL tӵ hӑc cho HS WK{QJ
qua %*Ĉ7 E- learing trong chӫ ÿӅ ³7Kӵc vұWYjÿӝng vұW´P{Q.KRDKӑc lӟp 5 7UrQ
cӣ sӣ ÿyWKLӃt kӃ %*Ĉ7 E-learning trong chӫ ÿӅ ³7Kӵc vұWYjÿӝng vұW´P{Q.KRD
hӑc lӟp 5 nhҵPJySSKҫn SKiWWULӇn NL tӵ hӑFFKR+6Yj QkQJFDRchҩWOѭӧng dҥy
hӑFP{Q.KRDKӑFWURQJQKjWUѭӡng TH
4 Giҧ thiӃ t khoa hӑ c
NӃu GV hiӇXU}ÿѭӧFYDLWUzTXDQWUӑng cӫa %*Ĉ7 E- OHDUQLQJYjWKLӃt kӃ ÿѭӧc TXLWUuQKFKXQJFKRYLӋc dҥy hӑFWK{QJTXD%*Ĉ7 E- OHDUQLQJ WKu VӁ JyS SKҫQSKiW
triӇn NL tӵ hӑc cho HS Tӯ ÿy VӁ QkQJ FDR FKҩWOѭӧng dҥy hӑFYjKӑc tұp chӫ ÿӅ ³
Thӵc vұWYjÿӝng vұW´WURQJP{Q.KRDKӑc lӟSSKiWKX\WtQKWtFKFӵFYjNL cӫa
Trang 13&K~QJW{LWKDPNKҧo mӝt sӕ WjLOLӋXViFKEiRFiFEjLNKyDOXұQFiFEjLQJKLrQ
cӭu vӅ TXiWUuQh tӵ hӑc cӫa HS YjYLӋFSKiWWULӇQFiFNL tӵ hӑFÿyWK{QJTXD%*Ĉ7
E- learning ӣ FiFWUѭӡng TH
7.2 PK˱˯QJSKiSÿL͉XWUDSK͗QJY̭Q
3KѭѫQJSKiSWUzFKX\Ӌn (phӓng vҩQ OjKuQKWKӭc tӕt nhҩWÿӇ FK~QJW{LFyWKӇ
gҫQJNJLYӟL+6ÿӗng thӡLWKăPGzWUzFKX\Ӌn vӟLFiF*9ÿҧm nhұn nhiӋm vө dҥy
hӑFP{Q.KRDKӑc cӫa lӟS4XDÿyFK~QJW{LFyWKӇ WuPKLӇu vӅ viӋc thiӃt kӃ YjJLҧng
dҥ\ P{Q.KRD KӑF WK{QJTXD%*Ĉ7 E- learning TUrQ Fѫ Vӣ ÿӇ [k\ Gӵng TXLWUuQK
chung cho viӋc thiӃt kӃ %*Ĉ7 E-learning Yj thiӃt kӃ FiFWLӃt dҥy minh hӑa TXLWUuQK
FKXQJÿyQKҵm tҥo ra nguӗQWѭOLӋu cho GV YjHS JL~S QkQJFDRFKҩWOѭӧng dҥ\Yj
3KѭѫQJ SKiS Qj\ JL~S Wәng hӧS ÿ~F NӃW U~W NLQK QJKLӋm cӫa GV dҥ\ P{Q
Khoa hӑc ӣ khӕi lӟp 5 ÿӇ W{LFyWKӇ WuPKLӇXWKrPQKӳng vҩQÿӅ thӵc tiӉn, nhӳQJWuQK
huӕQJFyWKӇ xҧ\UDFyOLrQTXDQÿӃn viӋc dҥy hӑc WK{QJTXD%*Ĉ7 E-learning
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7.5 3K˱˯QJSKiS QJKLrQFͱX WKFQJKL͏P
- 1JKLrQ FӭX WKLӃW NӃ TXL WUuQK FKR FiF%*Ĉ7 E- learning FiFK VRҥQ FiF
EjL JLҧQJ ÿy QKѭ WKӃ QjR QKҵP Kӛ WUӧ YLӋF Wӵ KӑF FӫD +6 ÿҥW NӃW TXҧ WӕWQKҩW
- 1JKLrQ FӭX WuP UD FiFK Wә FKӭF KѭӟQJ GүQ +6 KRҥW ÿӝQJ WURQJ JLӡ KӑF
Trang 15/jPӝt phҭm chҩWWkPVLQKOtWҥRFKRFRQQJѭӡLFyNKҧ QăQJÿӇ KRjQ
WKjQKPӝt hoҥWÿӝQJQjRÿyFyFKҩWOѭӧng cao
HiӇu theo QpWQJKƭDWKӭ nhҩW1/OjPӝt khҧ QăQJFyWKӵFÿѭӧc bӝc lӝ UDWK{QJ
qua viӋc tӕt mӝt hoһc mӝt sӕ KN QjRÿyFӫDQJѭӡi hӑc HiӇXWKHRQpWQJKƭDWKӭ hai,
1/OjPӝt thuӝFWtQKVҹQFyӣ dҥng tiӅPQăQJFӫDQJѭӡi hӑFJL~SKӑ giҧi quyӃt nhӳng
WuQKKXӕQJFyWKӵc trong cuӝc sӕng
1KѭYұy, tӯ KDLQpWQJKƭDWUrQFK~QJWDFyWKӇ hiӇX1/ÿѭӧF[HPQKѭOjQKӳng
phҭm chҩt tiӅPWjQJNKҧ QăQJFӫa mӛLFiQKkQÿӇ giҧi quyӃWÿzLKӓi cӫDF{QJYLӋc,
cӫa cuӝc sӕng .KtDFҥnh hiӋn thӵc cӫD1/Oj\Ӄu tӕ PjQKjWUѭӡng phә WK{QJFyWKӇ
tә chӭFKuQKWKjQKYjÿiQKJLi+6
Theo quan niӋm cӫDFKѭѫQJWUuQKJLiRGөc phә WK{QJFӫD4XpEHF&DQDGD WKu
³1/OjVӵ kӃt hӧp mӝWFiFKOLQKKRҥWYjFy Wә chӭc kiӃn thӭc, KN vӟLWKiLÿӝWuQK
cҧPJLiWUӏÿӝQJFѫ Fi QKkQ« QKҵP ÿiSӭng hiӋu quҧ mӝt \rX Fҫu phӭc hӧp cӫa
hoҥWÿӝng trong bӕi cҧnh nhҩWÿӏQK´ [3] VӟLFiFK KLӇXQj\ WKuYLӋc HS chӍ Fy NLӃn
thӭc, KN Yj WKiL ÿӝ NK{QJÿѭӧF [HPQKѭOjFy 1/Pj Fҧ ba yӃu tӕ Qj\ SKҧLÿѭӧc
QJѭӡi hӑc vұn dөng trong mӝWWuQKKXӕng nhҩWÿӏQKWKuPӟLSKiWWULӇQWKjQK NL
&yWKӇ tham khҧRWKrPPӝt sӕ FiFKKLӇu vӅ NKiLQLӋP³1/´QKѭVDX
7KHRWiFJLҧ Trҫn Trӑng Thӫy (chӫ ELrQ ³1/OjWәng hӧp nhӳng thuӝc
WtQKÿӝFÿiRFӫDFiQKkQSKKӧp vӟi nhӳQJ\rXFҫXÿһFWUѭQJFӫa mӝt hoҥWÿӝng nhҩt
ÿӏnh, nhҵPÿҧm bҧo viӋc hRjQWKjQKFyNӃt quҧ tӕWWURQJOƭQKYӵc hoҥWÿӝng ҩ\´>9]
F.E Weinert (2001) cho rҵQJ³1/OjQKӳng KN Nƭ[ҧo hӑFÿѭӧc hoһc sҹQFy
cӫDFiWKӇ nhҵm giҧi quyӃWFiFWuQKKXӕQJ[iFÿӏQKFNJQJQKѭVӵ sҹQVjQJYӅ ÿӝQJFѫ
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[mKӝL«YjNKҧ QăQJYұn dөQJFiFFiFKJLҧi quyӃt vҩQÿӅ mӝWFiFKFyWUiFKQKLӋPYj
hiӋu quҧ trong nhӳQJWuQKKXӕng linh hoҥW´>3]
Theo OECD (tә chӭFFiFQѭӟc kinh tӃ SKiWWULӇQ ³1/OjNKҧ QăQJFi
QKkQÿiSӭQJFiF\rXFҫu phӭc hӧSYjWKӵc hiӋQWKjQKF{QJQKLӋm vө trong mӝt bӕi
cҧnh cө thӇ´>15]
Theo Bernd Meier, NguyӉQ9ăQ&ѭӡQJ ...
Trang 261.1.2.3 &iFSKҫn mӅPFѫ E? ?n hӛ trӧ thiӃt kӃ EjLJLҧQJÿLӋn tӱ E- learning
7URQJTXiWUuQKWKLӃt... ÿmQJKLrQFӭXQrXUDÿѭӧFFѫ E? ?n vӅ E- learning, tҫm quan trӑng cӫa viӋc
sӱ dөng E- learning ӭng dөQJYjR dҥy hӑc, hӋ thӕng quҧQOtKӑc tұSYjFiFK[k\Gӵng
FiF NKyD Kӑc E- learning nhҵP JL~S... File ± New ( Ctrl - N)- Mӣ tӋSWLQÿmWҥRWUѭӟFÿy)LOH± Open ( Ctrl - O)
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