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  • FA KU LTA S TE KN IK UN IVE R SITA S NEGER I YOG YAKARTAstaffnew.uny.ac.id/upload/131453198/pendidikan/Silabus+Matematika... · atura n dan m anipulasi aljabar dal am p em ecaha n
4
K I N K E T S A T L U K A F E G E N S A T I S R E V I N U R A T R A K A Y G O Y I S U B A L I S A K I T A M E T A M . o N L I S / F K T / F K T 1 0 2 1 0 / 0 0 : i s i v e R : . l g T 6 2 0 2 i l u J 0 1 l a H 1 i r a d 4 I. L U K A T A M I S P I R K S E D H A I t i m i L : g n a t n e t s a h a b i d i n i h a i l u k a t a m m a l a D n a d i s g n u F , i s g n u F i s a i s n e r e f i D . f i t o m o t o k i n k e t g n a d i b i d a y n n a p a r e n e p a p a r e b e b n a g n e d I I. I S N E T E P M O K N A K G N A B M E K I D G N A Y A. r a b a j l a i s a l u p i n a m n a d n a r u t a , p e s n o k n a k a n u g g n e M n a h a c e m e p m a l a d . i s g n u f t i m i l h a l a s a m B. n a h a c e m e p m a l a d r a b a j l a i s a l u p i n a m n a d n a r u t a , p e s n o k n a k a n u g g n e M . i s g n u f i s a i s n e r e f i d h a l a s a m I I I. I S N E T E P M O K N A I A P A C N E P R O T A K I D N I A. f i t i n g o K k e p s A 1. m a l a d r a b a j l a i s a l u p i n a m n a d n a r u t a , p e s n o k i m a h a m e m a w s i s a h a M e m e p . i s g n u f t i m i l h a l a s a m n a h a c 2. m a l a d r a b a j l a i s a l u p i n a m n a d n a r u t a , p e s n o k i m a h a m e m a w s i s a h a M i s g n u f i s a i s n e r e f i d h a l a s a m n a h a c e m e p B. : k i r o t o m o k i s P k e p s A 1. r a b a j l a i s a l u p i n a m n a d n a r u t a , p e s n o k n a k a n u g g n e m l i p m a r e t a w s i s a h a M f t i m i l h a l a s a m n a h a c e m e p m a l a d . i s g n u 2. r a b a j l a i s a l u p i n a m n a d n a r u t a , p e s n o k n a k a n u g g n e m l i p m a r e t a w s i s a h a M . i s g n u f i s a i s n e r e f i d h a l a s a m n a h a c e m e p m a l a d C. : f i t k e f f A k e p s A 1. , p e s n o k n a k a n u g g n e m m a l a d i t i l e t n a d s i t i r k p a k i s i a y n u p m e m a w s i s a h a M a h a c e m e p m a l a d r a b a j l a i s a l u p i n a m n a d n a r u t a . i s g n u f t i m i l h a l a s a m n 2. , p e s n o k n a k a n u g g n e m m a l a d i t i l e t n a d s i t i r k p a k i s i a y n u p m e m a w s i s a h a M i s a i s n e r e f i d h a l a s a m n a h a c e m e p m a l a d r a b a j l a i s a l u p i n a m n a d n a r u t a . i s g n u f V I . N A A C A B R E B M U S A. : b i j a W 1. . 3 9 9 1 . E , g i z s y e r K n a t u j n a L k i n k e T a k i t a m e t a M e j r e T ( 2 & 1 u k u B . ) n a h a m . a i d e m a r G . T P : a t r a k a J 2. . 8 8 9 1 . k k d , o l i s u S n a m o j N s i t i l a n A i r t e m o e G n a d s u l u k l a K . 1 d i l i J : a t r a k a J . a g g n a l r E 3. . 6 8 9 1 . A . K , d u o r t S k i n k e T k u t n u a k i t a m e t a M : a t r a k a J . ) n a h a m e j r e T ( . a g g n a l r E 4. . 2 9 9 1 . o t r a h u S n a p a r e T a k i t a m e t a M . T P : a t r a k a J . . a t p i C a k e n i R 5. . 3 0 0 2 , i b u t r a M a k i t a m e t a M Y N U T F : a t r a k a y g o Y . ) h a i l u K l u d o M ( B. : n a r u j n A 1. . 1 8 9 1 . N , v o n u k s i P s u l u c l a C l a r g e t n I d n a l a i t n e r e f f i D . I . l o V r i M : w o c s o M . r e h s i l b u P 2. . 4 8 9 1 . R . M , l e g e i p S n a t u j n a L a k i t a m e t a M . ) n a h a m e j r e T ( . a g g n a l r E : a t r a k a J A T A M H A I L U K : A K I T A M E T A M A T A M E D O K H A I L U K : F K T I R O E T ) S K S 2 ( 1 0 2 R E T S E M E S : 1 P I D U T S M A R G O R : k e T n a k i d i d n e P f i t o m o t O k i n U P M A G N E P N E S O D : M I T

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Page 1: FA KU LTA S TE KN IK UN IVE R SITA S NEGER I YOG YAKARTAstaffnew.uny.ac.id/upload/131453198/pendidikan/Silabus+Matematika... · atura n dan m anipulasi aljabar dal am p em ecaha n

KINKET SATLUKAF EGEN SATISREVINU R ATRAKAYGOY I

SUBALIS AKITAMETAM .oN LIS / FKT / FKT 102 10/ 00 : isiveR : .lgT 62 02 iluJ 01 laH 1 irad 4

I. LUK ATAM ISPIRKSED HAI

timiL : gnatnet sahabid ini hailuk atam malaD nad isgnuF ,isgnuF isaisnerefiD.fitomoto kinket gnadib id aynnaparenep aparebeb nagned

II . ISNETEPMOK NAKGNABMEKID GNAY

A. rabajla isalupinam nad naruta ,pesnok nakanuggneM nahacemep malad.isgnuf timil halasam

B. nahacemep malad rabajla isalupinam nad naruta ,pesnok nakanuggneM.isgnuf isaisnerefid halasam

III . ISNETEPMOK NAIAPACNEP ROTAKIDNI

A. fitingoK kepsA 1. malad rabajla isalupinam nad naruta ,pesnok imahamem awsisahaM

emep .isgnuf timil halasam nahac 2. malad rabajla isalupinam nad naruta ,pesnok imahamem awsisahaM

isgnuf isaisnerefid halasam nahacemep

B. : kirotomokisP kepsA 1. rabajla isalupinam nad naruta ,pesnok nakanuggnem lipmaret awsisahaM

f timil halasam nahacemep malad .isgnu 2. rabajla isalupinam nad naruta ,pesnok nakanuggnem lipmaret awsisahaM

.isgnuf isaisnerefid halasam nahacemep malad

C. : fitkeffA kepsA 1. ,pesnok nakanuggnem malad itilet nad sitirk pakis iaynupmem awsisahaM

ahacemep malad rabajla isalupinam nad naruta .isgnuf timil halasam n 2. ,pesnok nakanuggnem malad itilet nad sitirk pakis iaynupmem awsisahaM

isaisnerefid halasam nahacemep malad rabajla isalupinam nad naruta.isgnuf

VI . NAACAB REBMUS

A. :bijaW 1. .3991 .E ,gizsyerK natujnaL kinkeT akitametaM ejreT( 2 & 1 ukuB .)naham

.aidemarG .TP :atrakaJ 2. .8891 .kkd ,olisuS namojN sitilanA irtemoeG nad suluklaK .1 diliJ : atrakaJ

.aggnalrE 3. .6891 .A.K ,duortS kinkeT kutnu akitametaM : atrakaJ .)nahamejreT(

.aggnalrE 4. .2991 .otrahuS napareT akitametaM .TP :atrakaJ . .atpiC akeniR 5. .3002 ,ibutraM akitametaM YNU TF : atrakaygoY .) hailuK ludoM(

B. :narujnA

1. .1891 .N ,vonuksiP suluclaC largetnI dna laitnereffiD .I .loV riM :wocsoM .rehsilbuP

2. .4891 .R.M ,legeipS natujnaL akitametaM .)nahamejreT( .aggnalrE : atrakaJ

ATAM HAILUK : AKITAMETAM ATAM EDOK HAILUK : FKT IROET )SKS 2( 102

RETSEMES : 1 P IDUTS MARGOR : keT nakididneP fitomotO kin

UPMAGNEP NESOD : MIT

Page 2: FA KU LTA S TE KN IK UN IVE R SITA S NEGER I YOG YAKARTAstaffnew.uny.ac.id/upload/131453198/pendidikan/Silabus+Matematika... · atura n dan m anipulasi aljabar dal am p em ecaha n

KINKET SATLUKAF EGEN SATISREVINU R ATRAKAYGOY I

SUBALIS AKITAMETAM .oN LIS / FKT / FKT 102 10/ 00 : isiveR : .lgT 62 02 iluJ 01 laH 2 irad 4

V. ajreK amekS

MT S radnatisnetepmoK rasaD isnetepmoK Ma kokoP iret rebmuS

isnerefeR/nahaB 1 ,pesnok nakanuggneM

isalupinam nad naruta malad rabajla

halasam nahacemep.isgnuf timil

1. naksalejneM pesnok /naitregnep

timil isaton nad isgnuf

2. tafis naktubeyneM -.isgnuf timil tafis

3. nakiaseleyneM timil nahalasamrep

.rabajla isgnuf

1. esnok /naitregneP p nad isgnuf timil

.aynisaton 2. tafiS - timil tafis

.isgnuf 3. isgnuf timiL .rabajla

3002 .ibutraM .1 . akitametaM

,olisuS namojN .2 .8891 .kkd nad suluklaK

sitilanA irtemoeG

2 ,pesnok nakanuggneM isalupinam nad naruta

malad rabajla halasam nahacemep

.isgnuf timil

4. nakiaseleyneM timil nahalasamrep.irtemonogirt isgnuf

4. isgnuf timiL.irtemonogirt

3002 .ibutraM .1 . akitametaM

,olisuS namojN .2 .8891 .kkd suluklaK nad

sitilanA irtemoeG 3 ,pesnok nakanuggneM

isalupinam nad naruta malad rabajla

halasam nahacemep.isgnuf timil

5. pesnok nakpareneM kutnu isgnuf timil

nahacemep gnay halasam

.naveler

5. timil napareneP .isgnuf

.2991 .otrahuS akitametaM napareT

4 ,pesnok nakanuggneM isalupinam nad naruta

malad rabajla halasam nahacemep

isgnuf isaisnerefid

6. naksalejneM pesnok / naitregnep

isaton nad. isgnuf isaisnerefid

7. tafis naktubeyneM - isaisnerefid tafis

.isgnuf 8. rep nakiaseleyneM -

nahalasam nerefid -sgnuf isais .rabajla i

6. pesnok /naitregneP D isgnuf isaisnerefi

.aynisaton nad 7. tafiS - nerefid tafis -

.isgnuf isais 8. isgnuf isaisnerefiD

.rabajla

.6891 .AK ,duortS.1 kutnu akitametaM

kinkeT .ibutraM .2 3002 .

akitametaM

5 nakanuggneM ,pesnokad naruta isalupinam n

emep malad rabajla -nerefid halasam nahac -

isgnuf isais

9. nakiaseleyneMnahalasamrep

isgnuf isaisnerefid.kumejam

9. isgnuf isaisnerefiD .kumejam

.6891 .AK ,duortS.1 kutnu akitametaM

kinkeT .ibutraM .2 3002 .

akitametaM 6 nakanuggneM ,pesnok

isalupinam nad naruta malad rabajla

halasam nahacemepisgnuf isaisnerefid

01 . nakiaseleyneM

nahalasamrep isgnuf isaisnerefid

.ticilpmi

01 . isgnuf isaisnerefiD

.tisilpmi

.6891 .AK ,duortS.1 kutnu akitametaM

kinkeT .ibutraM .2 3002 .

etaM akitam 7 ,pesnok nakanuggneM

isalupinam nad naruta malad rabajla

halasam nahacemepisgnuf isaisnerefid

11 . nakiaseleyneMnahalasamrep

isgnuf isaisnerefidonogirt .irtem

21 . nakiaseleyneMnahalasamrep

srevni isaisnerefid isgnuf t irtemonogir

11 . Di isgnuf isaisnerefonogirt .irtem

21 . srevni isaisnerefiD f irtemonogirt isgnu

.6891 .AK ,duortS.1 kutnu akitametaM

kinkeT .ibutraM .2 3002 .

akitametaM

Page 3: FA KU LTA S TE KN IK UN IVE R SITA S NEGER I YOG YAKARTAstaffnew.uny.ac.id/upload/131453198/pendidikan/Silabus+Matematika... · atura n dan m anipulasi aljabar dal am p em ecaha n

KINKET SATLUKAF EGEN SATISREVINU R ATRAKAYGOY I

SUBALIS AKITAMETAM .oN LIS / FKT / FKT 102 10/ 00 : isiveR : .lgT 62 02 iluJ 01 laH 3 irad 4

8 ,pesnok nakanuggneM isalupinam nad naruta

malad rabajla halasam nahacemep

d isgnuf isaisnerefi

31 . nakiaseleyneMnahalasamrep

isgnuf isaisnerefid kilobrepih

41 . nakiaseleyneMnahalasamrep

srevni isaisnerefidkilobrepih isgnuf

31 . isaisnerefiDisgnuf kilobrepih

41 . srevni isaisnerefiD isgnuf kilobrepih

.1 .6891 .AK ,duortS kutnu akitametaM

kinkeT .ibutraM .2 3002 .

akitametaM

9 .ds 1 8

1 .ds 1 4 retsemeS DIM naijU

01 ,pesnok nakanuggneM isalupinam nad naruta

malad rabajla halasam nahacemep

isgnuf isaisnerefid

51 . nakiaseleyneMamrep nahalas

isgnuf isaisnerefidnopske .laisne

51 . isgnuf isaisnerefiDnenopske - .lais

.6891 .AK ,duortS.1 kutnu akitametaM

kinkeT .ibutraM .2 3002 .

akitametaM 11 ,pesnok nakanuggneM

isalupinam nad naruta malad rabajla

halasam nahacemepisgnuf isaisnerefid

61 . nakiaseleyneMnahalasamrep

fid isgnuf isaisnere.amtiragol

71 . rep nakiaseleyneM -nahalasam fid nere -

.kimtiragol isais

61 . . isgnuf isaisnerefiD.amtiragol

71 . isaisnerefiD

kimtiragol

.6891 .AK ,duortS.1 kutnu akitametaM

kinkeT .ibutraM .2 3002 .

akitametaM

21 ,pesnok nakanuggneMd naruta isalupinam na

malad rabajla halasam nahacemep

isgnuf isaisnerefid

81 . nakiaseleyneM nahalasamrep

isaisnerefid naamasrep

.kirtemarap

81 . asrep isaisnerefiD - .kirtemarap naam

.6891 .AK ,duortS.1 kutnu akitametaM

kinkeT ,olisuS namojN .2

.8891 .kkd nad suluklaK

sitilanA irtemoeG 31 ,pesnok nakanuggneM

isalupinam nad naruta malad rabajla

halasam nahacemepisgnuf isaisnerefid

91 . nakiaseleyneM .nahalasamrep laisaisnerefid

.laisrap

91 . laisrap laisnerefiD

.6891 .AK ,duortS.1 kutnu akitametaM

kinkeT ,olisuS namojN .2

.8891 .kkd suluklaK nad sitilanA irtemoeG

41 ,pesnok nakanuggneM isalupinam nad naruta

malad rabajla halasam nahacemep

isgnuf isaisnerefid

02 . pesnok nakpareneM laisrap laisnerefid gnutihgnem kutnu

natapecekp f nahabure .isgnu

02 . naparenePnerefid .laisrap lais

.6891 .AK ,duortS.1 kutnu akitametaM

kinkeT .ibutraM .2 3002 .

akitametaM 51 nakanuggneM k ,pesno

isalupinam nad narutaemep malad rabajla -

halasam nahacisgnuf isaisnerefid

12 . pesnok nakpareneMsnerefid isgnuf isai

adap nahalasamrep.sirtemoeg

12 . nerefid napareneP adap isgnuf isais nahalasamrep .sirtemoeg

.1 .6891 .AK ,duortS kutnu akitametaM

kinkeT .ibutraM .2 3002 .

akitametaM

61 ,pesnok nakanuggneM isalupinam nad naruta

la malad rabaj halasam nahacemep

isgnuf isaisnerefid

22 . pesnok nakpareneMnerefid isgnuf isais adap asamrep l naha

/ mumiskam.isgnuf muminim

.22 nerefid napareneP adap isgnuf isais

nad mumiskam isgnuf muminim

.1 .6891 .AK ,duortS kutnu akitametaM

keT kin .ibutraM .2 3002 .

akitametaM

71 61 .ds 1

retsemeS rihkA naijU

Page 4: FA KU LTA S TE KN IK UN IVE R SITA S NEGER I YOG YAKARTAstaffnew.uny.ac.id/upload/131453198/pendidikan/Silabus+Matematika... · atura n dan m anipulasi aljabar dal am p em ecaha n

KINKET SATLUKAF EGEN SATISREVINU R ATRAKAYGOY I

SUBALIS AKITAMETAM .oN LIS / FKT / FKT 102 10/ 00 : isiveR : .lgT 62 02 iluJ 01 laH 4 irad 4

IV . naialineP nenopmoK

romoN isaulavE nenopmoK toboB 1 saguT - ) SGT ( iridnam nad rutkurtsret sagut 3 0 % 2 aijU hagnet n U ( retsemes TS ) 3 0 % 3 SAU ( retsemes rihka naijU ) 4 0 %

HALMUJ % 001

: rihkA ialiN sumuR

(3 ( + ) STU x 3( + )SGT x 4 )SAU x kA ialiN rih = - - 01

- isnetepmoK naasaugneP lebaT :

oN ialiN tarayS 1 A 68 – 001 2 A - 18 – 58 3 + B 67 – 08 4 B 17 – 57 5 B - 66 – 07 6 + C 16 – 56 7 C 65 – 06 8 D 0 – 55


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