rencana pelaksanaan pembelajaran (rpp) sma mata pelajaran geografi kurikulum 2013

7/22/2019 Rencana Pelaksanaan Pembelajaran (RPP) SMA Mata Pelajaran Geografi Kurikulum 2013

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PKMOCMCZKNCI_CMCCMZKA@KNCDCPCM


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PKMOCMC ZKNCI_CMCCM ZKA@KNCDCPCM

XCL[M ZKNCDCPCM

0:38/0:3;

_ktbcp pkmhbhbi pchc sctucm pkmhbhbicm `krikwcdb`cm akmyusum PZZ skocrc nkmicp hcm

sbstkactbs ccr pka`kncdcrcm `krncmsum skocrc bmtkrcitb!" bmspbrctb!" akmykmcmicm"

akmcmtcm" k!bsbkm" aka#tb$csb pkskrtc hbhbi%

&Zkrakmhbi`uh M#% '(C )c*um +,(- . _tcmhcr Zr#sks/

Mcac _kigncl : _AC Mkkrb + Ibscrcm

Actc Zkncdcc! : 3k#rc!b

Iknc"/_kak"tk : 0?3cmdbnActk# Zgigi :8cscr 8cscr ;nau 3k#rc!b

Cngic"# $cit% : 5 Zkrtkaucm &-DZ 6 5< Akmbt/

C& Iga'ktk!"# (!t#

(% Akm*cyctb hcm Akmcacnicm cdcrcm ccac ycm hbcmutmyc

+% Akmka`cmicm Zkrbnciu &Dudur" hbsbpnbm" tcmumdcwc`" Zkhunb" _cmtum" Pcac*

Nbmiumcm" 3#t#m . P#y#m" Ikrdcscac" Obmtc 8cacb" Pksp#msb! hcm Zr#citb!/

hcm akmumduiicm sbicp sk`ccb `cbcm hcrb s#nusb ctcs `kr`ccb pkracscnc*cm

`cmsc hcnca `krbmtkrcisb skocrc k!kitb! hkmcm nbmiumcm s#sbcn cnca skrtc

hcnca akmkapcticm hbrb sk`ccb okrabmcm `cmsc hcnca pkrcuncm humbc%

-% Akac*cab hcm Akmkrcpicm pkmktc*ucm !citucn" i#mskptucn" pr#skhurcn" hcnca

bnau pkmktc*ucm" tkim#n#b" skmb" `uhcyc" hcm *uacmb#rc hkmcm wcwcscm

ikacmusbcm" ik`cmsccm" ikmkcrccm" hcm pkrchc`cm tkricbt !km#akmc hcm

ikdchbcm" skrtc akmkrcpicm pkmktc*ucm pr#skhurcn pchc `bhcm icdbcm ycm

spksb!bi hkmcm `cict hcm abmctmyc umtui akakoc*icm acscnc*%

5% Akm#nc*" Akmcncr" hcm Akmycdbhcnca rcmc* i#mirkt hcm rcmc* c`strci tkricbt

hkmcm pkmka`cmcm hcrb ycm hbpkncdcrbmyc hb ski#nc* skocrc acmhbrb" hcm

acapu akmumcicm akt#hc sksucb icbhc* ikbnaucm%

@& Iga'ktk!"# )c"c *c! (!*#ictg Zk!+c'c#c!

Iga'ktk!"# )c"c

(%(% Akm*cyctb ikchccm cnca skakstc `krskrtc bsbmyc sk`ccb obptccm )u*cm 2cm

Ac*c Iucsc%


3/34

(!*#ictg Zk!+c'c#c!,

3&3&3& Akac*cab hcm akm*cyctb ik`krchccm hbrbmyc sk`ccb ac*nui )u*cm

ycm hcpct `krpbibr bnabc* hcm acapu akmknbtb tkmtcm nbmiumcmmyc%

(%+% Akmsyuiurb pkmobptccm ùab tkapct ik*bhupcm sk`ccb icrumbc )u*cm 2cm

Ac*c Zkmcsb*%(!*#ictg Zk!+c'c#c!,

(%+%(% Akmsyuiurb pkmobptccm ùab tkapct ik*bhupcm sk`ccb icrumbc )u*cm

2cm Ac*c Zkmcsb* hkmcm ocrc turut akaknb*crcmyc%

(%-% Akmsyuiurb ik`krchccm hbrb sk`ccb wcrc mkcrc ;mh#mksbc hkmcm p#nc pbibr

hcm tbmhci hkmcm akmumduiicm iktciwccm ikpchc )u*cm 2cm Ac*c Ksc%


(%-%(% Akac*cab hcm akm*cyctb dctb hbrb acmusbc sk`ccb cfkmt ge olcmfks hb

ùab hkmcm ocrc akmctc nbmiumcm ycm `cbi umc akakmu*b

ikskdc*tkrccm nc*br `ctbm%+%(% Akmka`cmicm pkrbnciu pr#citb! hcnca akapkncdcrb pkrcm k#rc!b hcnca

ik*bhupcm%


0&3&3& Akac*cab hcm akmumduiicm pkrbnciu pr#citb! hcnca akapkncdcrb *cibict

bnau hcm pkrcm k#rc!b umtui hbtkrcpicm hcnca ik*bhupcm sk*crb . *crb%

+%+% Akmumduiicm pkrbnciu ycm `krtcmumdcwc` sk`ccb ac*nui cbcm hcrb

cnca skakstc%


+%+%(% Akac*cab hcm akmumduiicm pkrbnciu ycm `krtcmum dcwc` sk`ccb

ac*nui ycm hcpct `krpbibr bnabc*

+%-% Akmka`cmicm pkrbnciu rksp#msb! tkr*chcp acscnc* ycm hbtbaùnicm #nk*

hbmcabic nbt#s!kr" cta#s!kr" hcm *bhr#s!kr%

-%(% Akac*cab pkmktc*ucm hcscr k#rc!b hcm tkrcpcmmyc hcnca ik*bhupcm

sk*crb . *crb%


-%(%(% Akmdkncsicm pkmkrtbcm k#rc!b

-%(%+% akruausicm rucm nbmiup icdbcm pkmktc*ucm k#rc!b

-%(%-% Akmurcbicm pkrika`cmcm bnau k#rc!b

-%(%5% Akmurcbicm i#mskp hcscr k#rc!b hcm o#mt#* pkmkrcpcmmyc

-%(%


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-%(%>% Akmcpnbicsbicm a#t#hk?pkmhkictcm k#rc!b hcnca akmicdb !km#akmc

k#s!kr

-%(%(,% Akmbhkmtb!bicsb cspki . cspki k#rc!b

-%(%((% Akmdkncsicm pkr`khccm cspki . cspki k#rc!b

-%(%(+% Akmhksirbpsbicm cspki . cspki k#rc!b

-%(%(-% Aka`krbicm o#mt#* cspki . cspki k#rc!b hcnca ik*bhupcm sk*crb . *crb%

5%(% akmycdbicm o#mt#* pkmkrcpcm pkmktc*ucm hcscr k#rc!b pchc ik*bhupcm sk*crb

. *crb hcnca `kmtui tunbscm%

(!*#ictg,

8&3&3& Akmi#aumbicsbicm *csbn cmcnbsbsmyc hcnca `kmtui tunbscm ycm hbnkmicpb

hkmcm ca`cr" tc`kn" ctcu rc!bi ycm akmhuium ccscm ycm hbtunbs%

8&3&0& Akmycapcbicm *csbn iksbapuncmmyc tkmtcm rucm nbmiup pkmktc*ucm

k#rc!b" i#mskp kskmsbcn k#rc!b" #`dki stuhb" prbmsbp" hcm cspki k#rc!b hbhkpcm ikncs%

O& X%d%c! Zka-kncdcc!

_ktknc* akapkncdcrb actkrb bmb" sbswc hb*crcpicm acapu:

(% Akmhksirbpsbicm pkmkrtbcm hcm ctcscm k#rc!b

+% Akmhksirbpsbicm rucm nbmiup pkmktc*ucm k#rc!b

-% Akac*cab i#mskp kskmsbcn" # dki stuhb" prbmsbp" pkmhkictcm" cspki k#rc!b

5% Akac*cab Cspki k#rc!b


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K& Aktg*k Zka-kncdcc!

3. Zkmhkictcm : _obkmtbebo Nkcrmbmf

+% A#hkn Zka`kncdcrcm :Hbsogvkry Nkcrmbmf&Zka`kncdcrcm Zkmkaucm/ hcm

Zrg`nka @cskh Nkcrmbmf&Zka`kncdcrcm @kr`csbs

Acscnc*/?Zr#yki

.& Ak*#c Cnct/@clc! *c! _%a-k Zka-kncdcc!

Ak*#c,

(% Vgrislkktctcu nka`cr ikrdc &sbswc/

+% Nka`cr pkmbncbcm

Cnct/@clc!,

(% Zkmcrbs" spbh#n" pcpcm tunbs+% Ncpt#p 1 bm . !#ous

_%a-k @kncdc,

(% Iurbiunua +,(- hcm Zkrcmictmyc

+% @uiu Zcikt 3k#rc!b _AC Ikncs 0(Zkmkr`bt Krncmffc) Iurbiunua +,(-

-% Durmcn ;nabc*

5% @krbtc hcm icsus ycm hbauct #nk* akhbc acsc &i#rcm hcm acdcnc*/


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3& Zk!*cl%n%c!/Ik#ctc! C2cn

%%,

3&3& #k!tc"#

_k`knua aknciuicm pr#sks `kncdcr akmcdcr uru

akmctur sbswc umtui aka`krsb*icm ikncs cpc`bnc

tkrhcpct scapc* `krskrcicm%

Aknciuicm pka`uiccm hkmcm scnca pka`uic hcm

`krh#c umtui akauncb pka`kncdcrcm%

Akakrbisc ik*chbrcm pkskrtc hbhbi sk`ccb sbicp hbsbpnbm

Akmybcpicm !bsbi hcm psbibs pkskrtc hbhbi hcnca

akmcwcnb ikbctcm pka`kncdcrcm%

3&0& C'k"k'"#

Akmcbticm actkrb pka`kncdcrcm ycm cicm hbnciuicm

hkmcm pkmcncacm pkskrtc hbhbi hkmcm tkac

sk`knuamyc" ycbtu: kgfrceb hb _N!Z Akmbmcticm ika`cnb actkrb prcsycrct hkmcm

`krtcmyc%

Akmcduicm pkrtcmyccm ycm chc iktkricbtcmmyc hkmcm

pkncdcrcm ycm cicm hbnciuicm%

3&& Agt#4c"#

Aka`krbicm ca`crcm tkmtcm acm!cct akapkncdcrb

ycm cicm hbpkncdcrb% Cpc`bnc actkrb bmb hbiucscb hkmcm

`cbi" acic pkskrtc hbhbi hb*crcpicm hcpct akmdkncsicm:

Zkmfkrtbcm fkgfrceb

Zkrika`cmfcm bna" fkgfrceb hcrb `kr`cfcb cnbrcm

#gmsk$ kskmsbcn fkgfrceb hcm $kmkrc$cmmyc hcnca

iklbh"$cm sklcrb % lcrb.

Akmycapcbicm tuducm pka`kncdcrcm pchc pkrtkaucm

ycm krncmsum%

Akmcduicm pkrtcmyccm%

3&8& Zka-k#c! C+%c!,

Aka`krbtc*uicm actkrb pkncdcrcm ycm cicm hb`c*cs pchc

pkrtkaucm scct btu%

Aka`krbtc*uicm tkmtcm stcmhcr i#apktkmsb" i#apktkmsb

hcscr" bmhbict#r" hcm IIA pchc pkrtkaucm ycm

`krncmsum

Zka`cbcm ikn#ap#i `kncdcr

Akmdkncsicm akicmbsak pknciscmccm pkmcncacm

`kncdcr sksucb hkmcm ncmic*7ncmic* pka`kncdcrcm%

3; Ak!#t

0& Ik#ctc! (!t#

0&3& Ak!cact#

0.3.3 Aknblct (tcmpc ctcu hkmfcm cnct)

$kmfkrtbcm fkgfrceb hcrb `kr`cfcb $cicr hcrb sbt"shb &&&.yclgg.oga'&&&.&bib$khbc.oga'

3:; Ak!#t


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&&&.fggfnk.oga.

0.3.0 Akmfcactb

Zkmfkrtbcm fkgfrceb hcr `kr`cfcb $cicr hcrb sbt"s hb

&&&.yclgg.oga' &&&.&bib$khbc.oga'

&&&.fggfnk.oga.

0.3.? Aka`coc (hbnciuicm hbruacl sk`knua ikfbctcmpka`kncdcrcm `krncmfsumf)

$kmfkrtbcm fkgfrceb hcrb `kr`cfcb $cicr hcrb sbt"s

hb &&&.yclgg.oga' &&&.&bib$khbc.oga'

&&&.fggfnk.oga

0.3.8 Akmhkmfcr

$kmfkrtbcm fkgfrceb hcrb `kr`cfcb $cicr hcrb sbt"s

hb &&&.yclgg.oga' &&&.&bib$khbc.oga'

&&&.fggfnk.oga

0.3.; Akmybaci

pkmdkncscm pkmcmtcr ikbctcm skocrc crbs

`kscr?n#`cn tkmtcm actkrb pkncdcrcm akmkmcb: Zkmfkrtbcm fkgfrceb

Zkrika`cmfcm bna" fkgfrceb hcrb `kr`cfcb

cnbrcm

#gmsk$ kskmsbcn fkgfrceb hcm $kmkrc$cmmyc

hcnca iklbh"$cm sklcrb % lcrb.

Jmtui aknctb* iksumu*cm" iktknbtbcm" akmocrb bm!#racsb%

0.0 Akmcmyc

Akmcduicm pkrtcmyccm tkmtcm:

Zkmfkrtbcm fkgfrceb

Zkrika`cmfcm bna" fkgfrceb hcrb `kr`cfcb cnbrcm

#gmsk$ kskmsbcn fkgfrceb hcm $kmkrc$cmmyc hcnca

iklbh"$cm sklcrblcrb

ycm tbhci hbpc*cab hcrb cpc ycm hbcactb ctcu pkrtcmyccm umtui

akmhcpcticm bm!#racsb tca`c*cm tkmtcm cpc ycm hbcactb

&hbauncb hcrb pkrtcmyccm !citucn scapcb ik pkrtcmyccm ycm

`krsb!ct *bp#tktbi/ umtui akmka`cmicm irkctb$btcs" rcsc bmbm

tc*u" ikacapucm akruausicm pkrtcmyccm umtui aka`kmtui

pbibrcm irbtbs ycm pkrnu umtui *bhup okrhcs hcm `kncdcr

skpcmdcm *cyct%Abscnmyc4

Akmfcactb4

Aka`coc ùiu tkis hcm sua`kr `coccm ncbmmyc tkmtcm rucm

nbmiup pkmktc*ucm k#rc!b" i#mskp kskmsbcn k#rc!b"#`yki stuhb" prbmsbp" pkmhkictcm" skrtc cspki k#rc!b hcm

ctc"

akmcactb pktc ctcu obtrc pkmbmhkrccm dcu* skpkrtb !#t#

uhcrc ctcu !#t# sctknbt ycm akapkrnb*cticm rknbk!

pkrauiccm ùab hcm p#nc pkmumccm nc*cm% Zkskrtc hbhbi

Akmcmyc4

Zkskrtc hbhbi hbtucsb umtui akmcduicm pkrtcmyccm tkmtcm

sksuctu ycm bmbm hbiktc*ubmyc nk`b* akmhcnca tkricbt

hkmcm rucm nbmiup pkmktc*ucm k#rc!b" i#mskp

kskmsbcn k#rc!b" #`yki stuhb" prbmsbp" pkmhkictcm" ctcucspki k#rc!b% @utbr pkrtcmyccm hcpct hbtunbs hcnca ikrtcs

sknka`cr ctcu hbcduicm skocrc nbscm ctc"

_kocrc incsbicn" pkskrtc hbhbi hbabmtc umtui akmhc!tcr

skduanc* pkrtcmyccm tkmtcm i#mskp hcm prbmsbp k#rc!b

icbtcmmyc hkmcm ik`krchccm suctu #`dki hcm kdcnc hb

pkrauiccm ùab sktknc* akrkic akmcactb pktc ctcu obtrc


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0& Ak!%a'%nic! )ctc 5Ki"'k#ak!/Ak!ki"'ngc"# @krtcmyc tkmtcm *cn ycm `knua hbpc*cab"

ctcu uru aknkapcricm `k`krcpc pkrtcmyccm

ikpchc sbswc

0&;&1 Akmyknkscbicm udb i#apktkmsb ycm tkrhcpct

pchc `uiu pkcmcm pkskrtc hbhbi ctcu pchcnka`cr ikrdc ycm tknc* hbskhbcicm skocrc

bmhb$bhu umtui akmkoki pkmucsccm sbswc

tkr*chcp actkrb pkncdcrcm%

Octctc!,

_kncac 'ka-kncdcc! -knc!"%! %% ak!cact# "#ic'

"#"2c *cnca 'ka-kncdcc! =c! akn#'%t# "#ic', *#"#'n#! c"c

'k+c=c *## -k'#nci% d%d% tc!%l ak!lc*c'# ac"cncl

tc!%!dc2c- c"c #!#! tcl% 'k*%n# n#!i%!c!&

& Zk!%t%'

Zk"ktc *#*#i,

c% Aka`uct rksuak hkmcm `ba bmcm uru tkmtcm p#bmt .

p#bmt pkmtbm ycm aumoun hcnca ikbctcm pka`kncdcrcm ycm

`cru hbnciuicm%

`% Akmckmhcicm pkikrdccm ruac*

+& Akmckmhcicm actkrb ycm *crus akapkncdcrb pchc

pkrtkaucm `krbiutmyc hb nucr dca ski#nc* ctcu hbruac*%

%%,

c% Akakrbisc pkikrdccm sbswc ycm sknkscb ncmsum

hbpkrbisc% Zkskrtc hbhbi ycm sknkscb akmkrdcicm s#cn

hkmcm `kmcr hb`krb pcrc! skrtc hb`krbi m#a#r urutpkrbmict" umtui pkmbncbcm p#rt#!#nb#%

`% Aka`krbicm pkm*crccm ikpchc ikn#ap#i ycm

akabnbib ibmkrdc hcm ikrdcscac ycm `cbi

3; Ak!#t

Mg

&Ik#ctc! Zka-kncdcc!

Cngic"#

$cit%

Zktka%c! Ik*%c 5 8 6 8; Ak!#t& Ak!%a'%nic! )ctc 5Ki"'k#ak!/Ak!ki"'ngc"#4>,4,> (>>

rencana pelaksanaan pembelajaran (rpp) sma mata pelajaran geografi kurikulum 2013

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