renasterea si umanismul
DESCRIPTION
PROIECT DE LECŢIE ALGORITMUL INTRODUCTIV • Unitatea de învăţământ: Liceul Teologic Baptist ”Emanuel” Oradea • Profesor propunător: Iştoc Ramona • Clasa: a VI-a A • Data: 21.02.2012 • Obiectul: Istorie universală • Unitatea de învăţare: Naşterea lumii moderne • Lecţia: Umanism şi renaştere • Tipul lecţiei: lecţie mixtă (dobândire de cunoştinţe, sistematizare, exersare şi evaluare a competenţelor de muncă intelectuală) • Loc de desfăşurare: cabinetul de istorie • Competenţe-cheie europene:1.ComuTRANSCRIPT
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TXCNEBV FE AEBŨNE
GA@CXNVKUA NIVXCFUBVNZ• Uinvgveg fe éizĂŢĂkèiv< Anbeua Vecac`nb Hgtvnrv ‛Ekgiuea‛ Cxgfeg• Txcjercx txctuiĂvcx< Nœvcb Xgkcig
• Bagrg< g ZN+g G
• Fgvg< 87)48)8478
• Chnebvua< Nrvcxne uinzexrgaĂ
• Uinvgveg fe éizĂŢgxe< Igœvexeg auknn kcfexie• AebŢng< Ukginrk œn xeigœvexe
• Vntua aebŢnen< aebŢne kn}vĂ -fchèifnxe fe buicœvniŢe! rnrvekgvn|gxe! e}exrgxe œn ezgaugxe g bckteveiŢeacx fe kuibĂ niveaebvugaĂ.
• Acb fe ferjĂœuxgxe< bghnievua fe nrvcxne
•
BckteveiŢe+bmene euxcteie<7)Bckuinbgxeg éi ankhĂ kgvexiĂ
5) BckteveiŢe rcbngae œn bckteveiŢe bnznbe
:) G éizĂŢg rĂ éizeŢn
=) Reirnhnan|gxe œn e}txnkgxe buavuxgaĂ
• BckteveiŢe eiexgae<
7)Uvnan|gxeg ejnbneivĂ g bckuinbĂxnn œn g ankhgluaun fe rtebnganvgve)
8) E}exrgxeg fekexruxnacx œn g gbŢnuinacx bnznbe fekcbxgvnbe)
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2) Gtanbgxeg txnibntnnacx œn g kevcfeacx gfebzgve éi ghcxfgxeg ruxreacx nrvcxnbe)
• BckteveiŢe rtebnjnbe
7)7)Uvnan|gxeg vexkeinacx rtebnjnbn etcbnn kcfexie! éi fnjexnve rnvugŢnn fe bckuinbgxe rbxnrĂ rgu cxgaĂ)
8)7 Xegan|gxeg! éi ebmntĂ! txni grukgxeg uicx xertcirghnanvĂŢn! g uiun txcnebv
2)6 Acbgan|gxeg éi vnkt œn éi rtgŢnu g jgtveacx nrvcxnbe fe ag rjèxœnvua Ezuaun Kefnu œn fni Etcbg KcfexiĂ! te hg|g ruxreacx nrvcxnbe
2)5 Ferbxnexeg uiun jgtv nrvcxnb fe ag rjèxœnvua Ezuaun Kefnu œn fni Etcbg KcfexiĂ! uvnan|èif nijcxkgŢnn reaebvgve fni ruxre nrvcxnbe! buicrbuve rgu ag txnkg
zefexe
• Ezgaugxeg < jcxkgvnz+gkeancxgvnzĂ -fe gbmn|nŢnn! fe txcber! fe txcfur.
• Chnebvnze gae ezgauĂxnn<
Bc`invnze<
C7< RĂ uvnan|e|e gfebzgv uxkĂvcgxeae bcibetve< hux`me|ne! kgiujgbvuxĂ! bgxgzeaĂ! e}tacxgvcxn! nktexnn bcacingae! jgbvcxnn! gkexnifnein!
ukginrk! xeigœvexe! kebeigv! vntgx)
C8< RĂ nfeivnjnbe vexkein! xeagŢnn! txcbere< eaekeiveae juifgkeivgae gae `èifnxnn ukginrve? bĂnae fe fnju|gxe g nfenacx ukginrve
C2< RĂ ferbxne uieae jeickeie! ezeinkeive< txnibntgaeae ferbctexnxn `ec`xgjnbe? igœvexeg ukginrkuaun)
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Jcxkgvnze<
C6< RĂ fczefegrbĂ bgtgbnvgveg fe g uvnan|g veminbn fe aubxu bu ve}vua nrvcxnb œn rutcxvua bgxvc`xgjnb
C5< RĂ bcktgxe œn rĂ nivextxeve|e fgveae xejexnvcgxe ag< jcxkgxeg nktexnnacx bcacingae? ezcauŢng rcbnevĂŢnn euxcteie te tgxbuxrua reb) ]NZ+]ZN)
C:< RĂ gigan|e|e bcive}vua jgzcxghna xeigœvexnn nvganeie)
Gvnvufnigae<
C0< RĂ jcxkuae|e gtxebnexn chnebvnze! gx`ukeivgve! bu txnznxe ag< bcirebniŢeae kgxnacx ferbctexnxn `ec`xgjnbe? iebernvgveg gtgxnŢnen bcibetŢnen
ukginrve )
C=< RĂ eknvĂ lufebĂŢn fe zgacgxe xejexnvcgxe ag nfegaua ukginœvnacx)
Zgacxn œn gvnvufnin zn|gve<
+ @èifnxe bxnvnbâ œn jae}nhnaâ
+ XeagŢncigxe tc|nvnzâ bu benagaŢn
Rvxgve`nn< nifubvnz+fefubvnzâ! e}tanbgvnz+ bcizexrgvnzâ! fnxnlgvĂ
Kevcfe<
E}tc|nvnz+euxnrvnbe<K7+éizĂŢgxeg txni ferbctexnxe? K8+e}tanbgŢng! K2+bcizexrgŢng euxnrvnbâ
Nivexgbvnze<K6+kcfeagxeg! K5+bcktgxgŢng! K:+ nizervn`gŢng! K0+bcizexrgŢng e}gknigvcgxe!
K=+ fekcirvxgŢng! K>+txchaekgvn|gxeg)
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Nirvxukeive fe ezgaugxe< zexnjnbgxeg jxcivgaâ cxgaĂ! chrexzgxeg rnrvekgvnbĂ! jnœĂ fe aubxu)
Jcxke fe cx`gin|gxe g gbvnznvâŢnn< jxcivgaâ!nifnznfugaâ
Xeruxre<+ Ukgie <24 eaezn
+ Fe vnkt < 54„
+ Kgvexngae< cjnbngae < k7< Txc`xgkg œbcagxâ
k8< Kgbxctxcnebvgxeg fnfgbvnbâ
kgiugae< Nrvcxne bagrg g ZN +g! Ef) Gaa
Nrvcxne bagrg g ZN +g! Ef) Bcxniv
+ n|zcgxe bgxvc`xgjnbe< k2< Gvagr nrvcxnb œbcagx
k6< Mgxvg Euxcten reb) ]NZ+]ZN
k5< Mgxvg kgxnacx ferbctexnxn `ec`xgjnbe
+ n|zcgxe igxgvnze< k:< Hgafgrrgxe Bgrvn`ancie ! Buxvegiua ! 758= -bnvgv.
k0< @ncx`nc Zgrgxn! ZneŢnae tnbvcxnacx! rbuatvcxnacx œn gxmnvebŢnacx -bnvgv.
k=< Tnbc feaag Knxgifcag! AgufĂ ckuaun -bnvgv.
k>< Txcvg`cxgr! fertxe ck -bnvgv.
Hnhanc`xgjne
+ BĂani Jeae|eu! Kevcfnbg txefĂxnn nrvcxnen! Ef) Txerg UinzexrnvgxĂ BaulegiĂ! 7>>=)+ vejgi TĂui!ȝ Fnfgbvnbg nrvcxnen! Ef) Bcxniv! Hubuxeœvn! 8440)+ G) C eveg!ȟ Xeigœvexeg œn xejcxkg! Ef) řvnniŢnjnbĂ! Hubuxeœvn! 7>:=)
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FERJĈřUXGXEG FEKEXRUAUN FNFGBVNB
RebzeiŢeaefekexruaun
fnfgbvnb
BciŢniuvuxnaezn|gve
Bcibetve
ctexgŢncigae#
chnebvnze gaeezgauĂxnn
Gbvnznvgveg bagren Xeruxre Ezgaugxe
Txcjercx Eaezn kgvexngae Txcbef)
Kckeivua
cx`gin|gvcxnb
+ghreiŢeae+cx`gin|eg|Ă kgvexngaeae
+ cx`gin|eg|Ă bagrg
+bxeg|Ă ui bankgv bcctexgiv
+ xĂrtuif bexniŢeacx
+ txe`Ăverb kgvexngaeae
rcanbnvgve
Xegbvugan|gxeg
buicœvniŢeacx#e
zgaugxe
+ icŢnuin œn
bcibetve<
hux`me|ne!
kgiujgbvuxĂ!
bgxgzeaĂ!
e}tacxgvcxn!
nktexnn bcacingae!
jgbvcxnn!
gkexnifnein
C7
C2
C6
+ Tcxinif fe ag nfeeg fe gzèivebcicknb œn rbmnkhgxe gkeivganvĂŢnn! jcxkuaeg|Ă uieaeéivxehĂxn<7) KeiŢncigŢn bea tuŢni 8bgu|e gae kgxnacx ferbctexnxn`ec`xgjnbe)8) E}tanbgŢn fe be Rtging œn
Tcxvu`gang gu jcrv ninŢngvcgxeaekgxnacx ferbctexnxn`ec`xgjnbe)2) GxĂvgŢn ag mgxvĂ txnibntgaeaee}tefnŢnn `ec`xgjnbe)
+ eknv nfen! ae
cxfcieg|Ă! ae
bckeiveg|Ă! ctveg|Ă
teivxu beae kgn huie
+ guvcezgaueg|Ă
Kgiuga
Icvnveae
fni bgnev
k5K8
K2
K6
Chrexzgxe
rnrvekgvnbĂ
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+ bciŢniuvuxn<
Kgxnae ferbctexnxn
`ec`xgjnbe)
Jcxkgxegnktexnnacx bcacingae
C5
C0
6) KeiŢncigŢn bea tuŢni cbcirebniŢĂ tc|nvnzĂ œn uigie`gvnzĂ g kgxnacx ferbctexnxn`ec`xgjnbe)
5) Be |cie `ec`xgjnbebutxnifeg nktexnua bcacingartginca3 Fgx bea tcxvu`me|3:) Buk gtxebngŢnbcktcxvgkeivua
bcibmnrvgfcxnacx jgŢĂ fe hĂœvnigœn30) Buk gu gjebvgv kgxnaeferbctexnxn zngŢg euxcteinacx3
Nivexznie tv) eznvgxeg hacbgleacx niveaebvugae! txniéivxehĂxn gluvĂvcgxe œn
éibuxglgxeg jcxkuaĂxnn gavennfen+ gbbeivueg|Ă ga cxnvkuabgu|e+bcirebniŢe+ ezgaueg|Ă xĂrtuiruxnae- gigan|eg|Ă! bxnvnbĂ! febnfe!agufĂ! nexgxmn|eg|Ă.+ kefng|Ă ctninnae
K0
K>
K=
ZexnjnbgxejxcivgaĂ cxgaĂ
Ezcbgxe Nfeeg fe txc`xer
rcbnga! ebcicknb œn
tcanvnb! agéibetuvuxnae auknn
kcfexie
+ rcanbnvĂ eaeznacx rĂ e}tanbenfeeg fe beivxgan|gxe tcanvnbĂ!
éibetuvua e}tgirnuinneuxcteinacx te gave bcivnieive!gjnxkgxeg hux`me|nen œn gbgtnvgauaun)+ txebn|eg|Ă bĂ te tgxbuxrua
+ e}tanbĂ œn xegan|eg|Ă
bcie}nuin! cjexnif
e}ektae bcibxeve
Kgiuga K8
K2
K=
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aebŢnen zcx gigan|g bcive}vuajgzcxghna rbmnkhĂxnnkeivganvĂŢnn euxcteinacx! agéibetuvua etcbnn kcfexie!
bgxgbvexnrvnbnae icnn buavuxnukginrve! txebuk œneaekeiveae bgxgbvexnrvnbexeigœvexnn nvganeie)+ cx`gin|eg|Ă éizĂŢgxeg
Fchèifnxeg fe
icn buicœvniŢe
BciŢniuvuxn< Be
erve ukginrkua œn
xeigœvexeg3
Bcive}vua jgzcxghna
gtgxnŢnen
ukginrkuaun œn
xeigœvexnn)Xeigœvexeg éi Nvgang
-reb) ]NZ+]Z.
Be fcxegu
ukginœvnn3 BĂn fe
fnju|gxe g
ukginrkuaun)
icŢnuin< ukginrk!
xeigœvexe!
kebeigv! vntgx!
hux`me|ne)
C7
C8
C5
C6
Txe|nivĂ eaeznacx kcfganvgvegœn rgxbninae fe aubxu œn grn`uxĂ<g)buicgœvexeg#xebetvgxeg#
éizĂŢgxeg fejnieœve< ukginrk!xeigœvexe! kebeigv! vntgx) nizervn`meg|Ă < bcive}vua
jgzcxghna igœvexnn ukginrkuaunnfeivnjnbĂ < txnibntgaeae
bgxgbvexnrvnbn gae `èifnxnnukginrve œn bĂnae fe fnju|gxe eiukexâ< texrciganvĂŢnnktanbgve éi rurŢniexeg œnxĂrtèifnxeg nfenacx ukginrve
h. éiŢeae`exeg icnacxbciŢniuvuxn+e}tanbâ< ezcauŢng rcbnevĂŢnn
euxcteie te tgxbuxrua reb)]NZ+]ZN+txebn|eg|Ă< grekĂiĂxnae œnfecrehnxnae fnivxe `èifnxegjnacrcjnacx givnbn œn ben
+fejnierb zgacxnjnbèif
gbmn|nŢnnae givexncgxe
+nizervn`meg|Ă ruxreae
ture ag fnrtc|nŢne fe
bĂvxe txcjercx
+ bcktaeveg|Ă jnœeae fe
aubxu
+ e}tanbĂ! te hg|g
ga cxnvkuaun bgu|e+
bcirebniŢe
+ tcxinif fe ag
n|zcgxeae nrvcxnbe
gigan|gve! eznfeiŢng|Ă
Kgiuga
k6
k:
k0
k=
k7
k8
K7
K2
K8
K:
Chrexzgxe
rnrvekgvnbĂ
Jnœe fe aubxu
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C:
C0
C6
C=
ukginœvn! bu txnznxe ag ck)
b.gigan|g+gigan|eg|â< bcive}vuajgzcxghna xeigœvexnn nvganeie
+bcktgxâ< `èifnxeg ezuaunkefnu bu beg kcfexiĂ!xeigrbeivnrvĂ+fefube< txnibntgaeae fckeinnfe nivexer gae ukginœvnacx nvganein)
f.rnive|g+ jcxkuaeg|â< ctninn bu txnznxeag iebernvgveg gtgxnŢnenbcibetŢnen ukginrve? nfegauaukginœvnacx)
grekĂiĂxnae œn
fecrehnxnae fnivxe beae
fcuĂ bcibetŢnn
+ gigan|eg|Ă txnibntgaeae gvuuxn gae
Nvganen! bgxe gu
vxgirjcxkgv+c éi tgvxne
g ukginrkuaun
+ xeanejeg|Ă
txnibntgaeae fnxebŢnn fe
nivexer gae ukginœvnacx
nvganein
+ éœn grukĂ
xertcirghnanvgveg uien
ctninn gx`ukeivgve
k2
k6
k=
k>
K5
K7
K=
Zexnjnbgxe
jxcivgaĂ
Chrexzgxe
rnrvekgvnbĂ
Rvnkuagxeg
texjcxkgiŢen
Bxeg|Ă c txchaekĂ< Tcgve jnbcirnfexgv ukginrkua c
bcibetŢne givnxean`ncgrĂ3
+gigan|eg|Ă txchaekg
+ cjexĂ rcauŢnn
K> Zexnjnbgxe
jxcivgaĂ
Grn uxgxeg Re bexe nfeivnjnbgxeg uicx + rvufng|Ă nkg ninae œn K6 Zexnjnbgxe
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xeveiŢnen œn g
vxgirjexuaun
bgtcfctexe gae xeigœvexnnnvganeie! te hg|g uicx nkg`nin
jcxkuaeg|Ă xĂrtuiruxn jxcivgaĂ
Ezgaugxeg<
BgtgbnvĂŢn#gtvn
vufnin#gvnvufnin
Gigan|eg|Ă bxnvnb! agufĂ!
nexgxmn|eg|Ă! febnfe œn icveg|Ă
+ re xgtcxveg|Ă ag
gtxebnexnae jcxkuagve
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RBMNŨG AEBŨNEN
Ukginrk œn xeigœvexe
7) Be erve ukginrkua3• Ukginrkua ; buxeiv fe `èifnxe bgxe tuie gbbeivua te ck -‛ckua erve kĂruxg vuvuxcx
aubxuxnacx‛ rtuieg jnacrcjua `xeb! Txcvg`cxgr! éi reb) Z é)M).
8) Be erve xeigœvexeg3
• Teivxu nktuiexeg ukginrkuaun! kcfeaua gfctvgv g jcrv bea `xebc+xckgi! xeferbctexnv œn turéi bnxbuagŢne éi texncgfg reb) ]Z+]ZN ↘ Xeigœvexeg
2 ) Bcive}vua jgzcxghna gtgxnŢnen ukginrkuaun œn xeigœvexnn<
• Fe|zcavgxeg uxhgiĂ! gzèivua ebcicknb! txc`xereae œvnniŢnjnbe! bcivgbvua bu icn bnznan|gŢnn ↘
rbmnkhgxeg zn|nuinn fertxe auke
• Bxeœvexeg tuvexnn ebcicknbe g hux`me|nen ↘ fcxniŢg acx fe gjnxkgxe tcanvnbĂ! txni éiaĂvuxgxeg
fcknigŢnen ichnanknn œn g hnrexnbnn
↘ kebeigv ‒ fe e}) jgknang fe Kefnbn! JacxeiŢg
6) Xeigœvexeg éi Nvgang -reb) ]NZ+]Z.<
• BcifnŢnn jgzcxghnae <+ gbvnznvĂŢnae fe hg|Ă gae cxgœeacx nvganeie! beae bckexbngae ↘ ékhc`ĂŢnxeg acx ↘
kebeigvua
+ kcœveinvcgxeg buavuxnn `xebc+xckgie
+ fnzexrnvgve rcbngaĂ œn buavuxgaĂ
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5) Be fcxegu ukginœvnn3
• Jcxkgxeg uiun ck bu buicœvniŢe eibnbactefnbe
• Grn`uxgxeg jexnbnxnn cgkeinacx! txni efubgŢne
• Fnkniugxeg xcauaun hnrexnbnn
:) BĂn fe fnju|gxe g ukginrkuaun <
• BnxbuagŢng kgiurbxnreacx givnbmnvĂŢnn
• Nizeivgxeg vntgxuaun ‒ @uveihex` -7664.
• Kebeigvua + œbcanae ukginrve
• GtgxnŢng rbxnexnacx éi ankhnae igŢncigae
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