PENGUKURAN PRODUKTIVITAS KERJA PADA BAGIAN PRODUKSI DENGAN MENGGUNAKAN METODE OBJECTIVE MATRIX...

8/2/2019 PENGUKURAN PRODUKTIVITAS KERJA PADA BAGIAN PRODUKSI DENGAN MENGGUNAKAN METODE OBJECTIVE MATRIX (

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QNDM^K^_LD Q_@C^KSIZISLV KN_GL QLCL OLMILD Q_@C^KVI

CNDMLD HNDMM^DLKLD HNS@CN @OGNFSIZN HLS_IU%@HLU)

%Vs~ci Klv~v Ci FZ FL_I _LVL K`sl Oldc~dm)

S^MLV LKEI_

Klryl s~biv vnolmli vlble vls~ vylrls

~ds~k hnhqnr`bne mnblr Vlrgldl Snkdik

G~r~vld Snkdik Idc~vsri

@bne

O~cihld Hlr~j

DIH$


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LOVS_LK

QNDM^K^_LD Q_@C^KSIZISLV KN_GL QLCL OLMILD Q_@C^KVI

CNDMLD HNDMM^DLKLD HNS@CN @OGNFSIZN HLS_IU%@HLU)

%Vs~ci Klv~v Ci FZ FL_I _LVL K`sl Oldc~dm)

@bne 7

O~cihld Hlr~j

DIH 7 1:" :33" 63


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iii

KLSL QNDMLDSL_

Q~gi vnrsl vy~k~r qnd~biv qldglskld knqlcl Lbble V]S yldm snble hnhonrikld

knvnhqlsld cld vnmlbl dikhlsDyl vneidmml qnd~biv clqls hnynbnvlikld

qndy~v~dld S~mlv Lkeir yldm onrg~c~b QNDM^K^_LD Q_@C^KSIZISLV

KN_GL QLCL OLMILD Q_@C^KVI CNDMLD HNDMM^DLKLD

HNS@CN @OGNFSIZN HLS_IU %@HLU) %Vs~ci Klv~v Ci FZ Flri _lvl

K`sl Oldc~dm)$

Lclq~d qndy~v~dld S~mlv Lkeir idi lclble onrs~g~ld ~ds~k hnhnd~ei vlble vls~

vylrls lmlr clqls hndmik~si Vicldm Lkeir Knb~b~vld Qr`mrlh V< G~r~vld SnkdikIdc~vsri" qlcl Jlk~bslv Snkdik cld Ibh~ K`hq~snr" ^diznrvislv K`hq~snr

Idc`dnvil$

Cndmld snrv~v~ddyl blq`rld S~mlv Lkeir idi" iwidkldble qnd~biv ~ds~k

hndm~flqkld rlvl snrihl klvie qlcl qielk(qielk yldm vndldsilvl hnhonrikld

olds~ld vnrsl oihoidmlddyl vnblhl qndy~v~dld" cildslrldyl lclble 7

$ Io~ Enddy" HS$" vnblk~ c`vnd qnhoihoidm II yldm snble hnhoihoidm cld

hndmlrlekld clblh hndynbnvlikld Blq`rld S~mlv Lkeir idi$

:$ Olqlk Lblh Vlds vl" HS$" vnblk~ c`vnd }lbi yldm snble hnhoihoidm

vnblhl idi" g~ml slk b~ql ~ds~k vnb~r~e c`vnd(c`vnd Snkdik Idc~vsri

^diznrvislv K`hq~snr Idc`dnvil lslv knvncillddyl hnhonri ibh~ ~ds~k

klhi$


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iz

=$ Io~ S~si Hlrylsi" vnblk~ Qnhoihoidm ci Qnr~vlelld FZ$ Flri _lvl

5$ Snhld(snhld vnqnrg~ldmld yldm snble ik~s onrqlrsiviqlvi clblh qndy~v~dld

S~mlv Lkeir idi" 13SI(< cld 13SI(?$

9$ Knb~lrml snrfidsl yldm v~cle hnhonrikld c~k~dmld c`l" vnhldmls"

hlsnrilb cld qnrelsild yldm onvlr$


5/56

z

CLJSL_ IVI

BNHOL_ QNDMNVLELD$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$i

LOVS_LK$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ ii

KLSL QNDMLDSL_ $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ iii

CLJSL_ IVI $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$z

CLJSL_ MLHOL_$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ziii

CLJSL_ SLONB $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$iu

CLJSL_ BLHQI_LD $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ui

Olo


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zi

Olo 6$ Hns`c`b`mi Qnhnfleld Hlvlble $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$63

6$

Olo 3$ Qndm~hq~bld cld Qndm`bleld Clsl $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$31

3$


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zii

>$?$3$ Ldlbiviv Sidmkls Qndflqlild Vk`r _lvi` 3$$$$$$$$$$$$$$$$$$$$$$$$$$$$ :>

>$?$>$ Ldlbiviv Sidmkls Qndflqlild Vk`r _lvi` >$$$$$$$$$$$$$$$$$$$$$$$$$$$$ :>

>$3$ Qnrndfldlld Qr`c~ksizislv$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$::

>$6$ Nzlb~lvi Sidmkls Qr`c~ksizislv $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ :=

>$>$ Qnrolikld Qr`c~ksizislv $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ :5

Olo :$ Knvihq~bld cld Vlrld $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$=1

:$


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11 3>> 59$1>$95 911 3>> 59$1

318 r`si/k}e

3$?$


28/56

3 >

Slonb 3$9$ Elvib Qnreis~dmld _lvi` 6 vnblhl : o~bld qnri`cn ?115

O~bld Qr`c~kvi OOH _lvi` 6

Gld~lri ?115 31


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3 :

Slonb 3$5

Jnor~lri ?115 696$1=

Hlrns ?115 3511:1

:=>$11

Hni ?115 31=?

>5

G~di ?115 31>11:1

:=>$11

_lvi` Hidih~h>5

_lvi` _lsl(rlsl:?3$>3

_lvi` Hlkvih~h:=>$11

Kns 7

_lvi` hidih~h ciclqls clri dibli rlvi` yldm snrknfib

_lvi` hlkvih~h ciclqls clri dibli rlvi` snronvlr

_lvi` rlsl(rlsl ciclqls clri s`slb rlvi` ciolmi g~hble qndmlhlsld

F`ds`e qnreis~dmld _lvi` 3 7

8

MLV

_`si`c~kvi_lvi`

Qr3 8 ?>$>5)

_lvi` > hnr~qlkld rlvi` yldm cim~dlkld vnolmli clvlr clblh qndnds~ld krisnril

njivindvi qndmm~dlld v~honr clyl qnr~vlelld$ _lvi` idi qnroldcidmld ldslrl

g~hble qr`c~kvi cndmld g~hble sndlml knrgl$" Clri elvib qnreis~dmld rlvi` 6 clqls

cibiels qlcl slonb 3$


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3 =

Slonb 3$ vnblhl : o~bld qnri`cn ?115

O~bld Qr`c~kvi SK _lvi` >

Gld~lri ?115 31


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3 5

3$?$?$?$Qndnds~ld Dibli _lvi` Snrndcle

Hndnds~kld dibli rlvi` snrndcle clri vnsilq krisnril yldm hndglci idcikls`r

qr`c~ksizislv Bidi Qr`c~kvi$ Dibli rlvi` idi hnd~dg~kld kidnrgl snro~r~k clri

vnsilq krisnril yldm ciqnrkirlkld clqls snrglci qlcl k`dcivi `qnrlvi yldm d`rhlb$

Qlcl hlsrikv vlvlrld dibli rlvi` snrndcle lkld cisnhqlskld qlcl bnznb 1$ Bnznb

snrndcle yldm civlgikld hnr~qlkld dibli rlvi` snro~r~k clri vnsilq krisnril vnblhl

qnri`cn gld~lri(g~di sle~d ?115$ Dibli rlvi` snrndcle clqls cibiels qlcl slonb 3$


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3 9

Slonb 3$$ Dibli O`o`s

_lvi` Dibli

< 5

?


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> 1

Bnznb 1 7 Dibli Bnznb 1 cisnds~kld onrclvlrkld dibli rlvi` snrndcle$

Bnznb 6 7 Dibli Bnznb 6 cisnds~kld onrclvlrkld dibli slelq l}lb$

Bnznb


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> ?

` Dibli Bnznb 3 7 > + 1$1>3 8 7 3 8 5

` Dibli Bnznb : 7 5+ 1$1>3 8


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> 6

Slonb 3$ 319:$15:?3$>366$=391$1?


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> 3

Slonb 3$?1$ Dibli Qr`c~ksizislv O~bld Gld~lri ?115

566$=>9


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> >

Dibli Qr`c~ksizislv ~ds~k vnsilq _lvi` 7

Dibli Qr`c~ksizislv _lvi` 8 Vk`r yldm ciflqli u O`o`s _lvi`$$$$$$%3$


39/56

> :

Slonb 3$?


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> =

Slonb 3$?6$ Dibli Qr`c~ksizislv O~bld Lqrib ?115

Slonb 3$?3$ Dibli Qr`c~ksizislv O~bld Hni ?115


41/56

> 5

Slonb 3$?>$ Dibli Qr`c~ksizislv O~bld G~di ?115

3$?$3$6 Qnreis~dmld Dibli Idcnkv Qnr~oleld Qr`c~ksizislv Snrelclq

Qr`c~ksizislv Vsldclr$

Qlcl clvlrdyl ldmkl idcnkv hnr~qlkld v~ls~ onvlrld yldm hnd~dg~kkld zlrilvi

qnr~oleld clblh }lks~ lsl~ r~ldm hndmndli v~ls~ elb snrsnds~ %Mlvqnrvw"


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> 9

@Qi hnr~qlkld dibli qr`c~ksizislv knvnb~r~eld %@znrlbb Qr`c~fsizisy) yldm

snronds~k clri hlvidm(hlvidm rlvi` onrclvlrkld o`o`sdyl qlcl }lks~ snrsnds~$

@Q1 hnr~qlkld dibli qr`c~ksizislv knvnb~r~eld %@znrlbb Qr`c~fsizisy) yldm

snronds~k clri hlvidm(hlvidm rlvi` onrclvlrkld vk`r yldm cisnslqkld cld

o`o`sdyl qlcl qnri`cn clvlr qndm~k~rld$

Dibli idcnkv qnr~oleld qr`c~ksizislv snrelclq qr`c~ksizislv vsldclr clqls cibiels

qlcl slonb 3$?:$

Slonb 3$?:$ Dibli Idcnkv Qnr~oleld Qr`c~ksizislv snrelclq Qr`c~ksizislv Vsldclr

O~bld@znrlbb

Qr`c~fsizisy

Idcnkv Qnr~oleld

Qr`c~ksizislv %.)

Gld~lri ?115 335$5 39$:.

Jnor~lri ?115 ><


43/56

:1

Olo >

Ldlbiviv

Qr`c~ksizislv hnr~qlkld v~ls~ qr`vnv yldm onrbldmv~dm vnflrl snr~v hndnr~v

%F`dsid~n)" yldm hnbiolskld lvqnk(lvqnk qndm~k~rld %Hnlv~rnhnds)" nzlb~lvi

%Nzlb~lsi`d)" qnrndfldlld %Qblddidm) cld qndmndnclbild clblh ~qlyl qnrolikld

%Ihqr`znhnds)$ Onrclvlrkld k`dvnq qr`c~ksizislv" vnflrl j`rhlb qr`mrlh

qndidmklslld qr`c~ksizislv elr~v cih~bli hnblb~i qndm~k~rld idi" onrolmli snkdik

qndm~k~rld yldm ciqibie olik is~ idcikls`r yldm vncnreldl lsl~q~d yldm bnoie

k`hqbnkv$

Qlcl clvlrdyl h`cnb @ognfsizn Hlsriu hnr~qlkld hns`cn qndm~k~rld

qr`c~ksizislv qlrvilb yldm cim~dlkld ~ds~k hndm~k~r kidnrgl v~ls~ ~dis knrgl

clblh vno~le `rmldivlvi$ Qnhonds~kld hlsrikv cih~bli cndmld hndmicndsijiklvi

krisnril qr`c~ksizislv cld rlvi` yldm vnv~li cndmld kno~s~eld ~dis knrgl clblh

~qlyl qndmndclbild cld qndidmklsld qr`c~ksizislv$

Qnhonds~kld vk`r ~ds~k hlvidm(hlvidm bnznb snrciri clri


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:$?$ Ldlbiviv Sidmkls Qndflqlild Vk`r Vnsilq _lvi`

Vlble vls~ kn~dmm~bld qndm~k~rld qr`c~ksizislv cndmld hndmm~dlkld hns`cn

@ognfsizn Hlsriu lclble knhlhq~lddyl ~ds~k hndcilmd`viv qndynolo qnd~r~dld

qr`c~ksizislv" cndmld hndmicndsijiklvi jlks`r(jlks`r qndynolo qnd~r~dld

qr`c~ksizislv onrclvlrkld qndflqlild vk`r hlvidm(hlvidm krisnril qr`c~ksizislv$

Dibli qndflqlild vk`r ~ds~k hlvidm(hlvidm rlvi` cis~dg~kld qlcl slonb >$?$

Slonb >$?$ Qndflqlild Vk`r Hlvidm(hlvidm _lvi`

Vk`r Lks~lbObd

_lvi` < _lvi` ? _lvi` 6 _lvi` 3 _lvi` >

Gld 1 9 3 1 9

Jno


47/56

:3

Qlcl slonb 3$?" hnd~dg~kld ole}l Vk`r ~ds~k rlvi` < hlvie cic`hidlvi `bne vk`r

yldm bnoie knfib$ Elb idi hnd~dg~kld ole}l klqlvislv knrgl hndmlblhi qnd~r~dld

sidmkls qndidmklsld qr`c~kvi" hnvkiq~d lcl ononrlql qnri`cn hnd~dg~kld

klqlvislv knrgl yldm cilslv rlsl(rlsl$

>$?$?$ Ldlbiviv Sidmkls Qndflqlild Vk`r _lvi` ?

_lvi` ? hnr~qlkld qnroldcidmld ldslrl qr`c~kvi r`si yldm cielvibkld cndmld

qnhlklild v~honr clyl ndnrmi ke~v~vdyl qnhlklild ndnrmi bivsrik vnolmli idq~s$

_lvi` idi hnd~dg~kld sidmkls njivindvi qndmm~dlld bivsrik vnolmli v~honr clyl

ndnrmi clblh hndmelvibkld qr`c~kvi r`si vnblhl qnri`cn snrsnds~$

Qlcl slonb 3$?" hnd~dg~kld ole}l Vk`r ~ds~k rlvi` ? hlvie snrolmi rlsl ldslrldibli ciol}le cld dibli cilslv clri qlcl vk`r rlsl(rlsl" qndmm~dlld njivnndvi

ndnrmidyl k~rldm olik$ Ononrlql jlks`r yldm clqls hndynolokld rndcledyl

njivindvi qndmm~dlld v~honr clyl ndnrmi ke~v~vdyl ndnrmi bivsrik" lclble 7

$?$6$ Ldlbiviv Sidmkls Qndflqlild Vk`r _lvi` 6

_lvi` 6 hnr~qlkld qnroldcidmld ldslrl qr`c~kvi r`si yldm cielvibkld cndmld

qnhlklild V~honr clyl ndnrmi ke~v~vdyl qnhlklild OOH vnolmli idq~s$ _lvi`

idi hnd~dg~kld sidmkls njivindvi qndmm~dlld bivsrik vnolmli v~honr clyl ndnrmi

clblh hndmelvibkld qr`c~kvi r`si vnblhl qnri`cn snrsnds~$


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:>

Oleld olklr hidylk %hidylk sldle) yldm cim~dlkld ~ds~k qr`vnv qnholklrld"

oleld olklr idi cim~dlkld qlcl hnvid `znd ~ds~k hnholklr r`si yldm cim~dlkld

vnqldgldm }lks~ qr`vnv qnholklrld r`siyldm vlbidm onrmldsild$

Qlcl slonb 3$?" hnd~dg~kld ole}l Vk`r ~ds~k rlvi` 6 hlvie ci c`hidlvi `bne

vk`r yldm bnoie onvlr clri qlcl vk`r rlsl(rlsl$ Elb idi hnd~dg~kld ole}l sidmkls

njivindvi qnhlklild OOH f~k~q olik" hnvkiq~d hlvie lcl dibli yldm rndcle$

>$?$3$ Ldlbiviv Sidmkls Qndflqlild Vk`r Qr`c~ksizislv _lvi` 3

_lvi` 3 hnd~dg~kld qnroldcidmld ldslrl qr`c~kvi r`si cndmld cndmld qnhlklild

V~honr clyl ndnrmi ke~v~vdyl qnhlklild OOH vnolmli idq~s$ _lvi idi

hnd~dg~kld sidmkls njivindvi qndmm~dlld bivsrik vnolmli v~honr clyl ndnrmiclblh hndmelvibkld qr`c~kvi r`si vnblhl qnri`cn snrsnds~$

Qlcl slonb 3$?" hnd~dg~kld ole}l Vk`r ~ds~k rlvi` 3 hlvie snrolmi rlsl ldslrl

dibli ciol}le cld dibli cilslv clri qlcl vk`r rlsl(rlsl" qndmm~dlld njivnndvi

ndnrmidyl k~rldm olik$

Ononrlql jlks`r yldm clqls hndynolokld rndcledyl njivindvi qndmm~dlld

v~honr clyl ndnrmi ke~v~vdyl ndnrmi OOH" lclble 7

$?$>$ Ldlbiviv Sidmkls Qndflqlild Vk`r Qr`c~ksizislv _lvi` >

_lvi` > hnr~qlkld qnroldcidmld ldslrl qr`c~kvi r`si cndmld g~hble sndlml knrgl"

vnhlkid sidmmi g~hble qr`c~kvi r`si hnd~dg~kld sidmkls qndmm~dlld v~honr clyl

qnr~vlelld vnhlkid olik$


49/56

::

Qlcl slonb 3$?" hnd~dg~kld ole}l Vk`r ~ds~k rlvi` 3 hlvie snrolmi rlsl ldslrl

dibli ciol}le cld dibli cilslv clri qlcl vk`r rlsl(rlsl" qndmm~dlld v~honr clyl

qnr~vlelld onbb~h onmis~ hnrlsl"hnd~dg~kld ole}l rlvi` idi onb~h hnhonrikld

k`dsrio~vi yldm `qsihlb clblh qndidmklsld qr`c~ksizislv ci olmild qr`c~kvi$

Oldylk jlks`r yldm hnhqndmlr~ei qr`c~ksizislv cildslrldyl jlks`r knbnbleld"

kngnd~eld" v~lvldl knrgl vnrsl jlks`r slrmns yldm cionoldkld `bne qnr~vlelld cld

bldi(blid$

>$6$ Qnrndfldlld Qr`c~ksizislv

Onrclvlrkld elvib qndm`bleld clsl" rlvi` yldm k~rldm hnhonrikld k`dsrio~vi

snrelclq qndidmklsld qr`c~ksizislv lclble rlvi` $ Qndflqlild

kidnrgl clri rlvi`(rlvi` idi hlvie oldylk yldm onrlcl ci ol}le vk`r vsldclr" elb

idi onrlrsi sidmkls njivindvi qnhlklild glh knrgl" bivsrik" mlv cld sidmkls

qndmm~dlld v~honr clyl hlvik k~rldm$

Bldmkle qnrolikld ~ds~k qnrndfldlld qndidmklsld qr`c~ksizislv ci hlvl yldm

lkld clsldm lclble cndmld hnhqri`rislvkld qndmndclbild cld qnrolikld

qndflqlild kidnrgl yldm cis~dg~kld cndmld rlvi` $ Lclq~d

bldmkle(bldmkle yldm clqls ciblk~kld ~ds~k hnblk~kld qnrolikld kidnrgl

snrvno~s" ldslrl blid 7


50/56

:=

Hndmmldsi hnvid cndmld hnvid yldm hnhibiki clyl bivsrik yldm onvlr

cndmld hnvid yldm hnhibiki clyl knfib %hnhibiki snkd`b`mi qndmenhlsld

bivsrik)

6$ Hndidmklskld _lvi` 3" ylis~ qnroldcidmld ldslrl qr`c~kvi r si yldm

cielvibkld cndmld qnhlklild mlv$ Elb idi clqls ciblk~kld cndmld flrl 7

Hnblk~ld qnholmild klqlvislv qr`c~kvi ldslrl hnvid `znd onroleld

olklr hidylk cld oleld olklr mlv lmlr qnhlkild oleld olklr siclk

snrblb~ j`k~v qlcl oleld olkld mlv lsl~ hidylk sldle$

Hndmmldsi cndmld hnvid `znd yldm hnhibiki snkd`b`mi snrelclq

qndmenhlsld ndnrmi lsl~ hndflri hnvid yldm hnhibiki lbsnrdlsij ndnrmi$

3$ Hndidmklskld _lvi` >" ylis~ qnroldcidmld ldslrl qr`c~kvi r si yldm

cielvibkld cndmld g~hble sndlml knrgl$ Elb idi clqls ciblk~kld cndmld flrl 7

Hndm`qsihlbkld j~dmvi qndml}lvld snrelclq kidnrgl klryl}ld qr`c~kvi

~ds~k hndfnmle lcldyl sidclkld(sidclkld yldm siclk hndfnrhidkld

knciviqbidld knrgl$

Hndidmklskld h`sizlvi klryl}ld lmlr onknrgl cndmld olik cld v~dmm~e

cndmld flrl hnhonrikld idvndsij$

Hndm`qsihlbkld cld hndmmlbi v~honr clyl yldm lcl ci qnr~vlelld

cndmld hndmlclkld qnblsield snrelclq klryl}ld ke~v~vdyl qlcl olmild

qr`c~kvi$

>$3$ Nzlb~lvi Sidmkls Qr`c~ksizislv

Vnsnble qr`vnv qndm~k~rld qr`c~ksizislv cndmld hndmm~dlkld h`cnb @ognfsizn

Hlsriu" hlkl bldmkle vnbldg~sdyl lclble hnblk~kld nzlb~lvi snrelclq q`bl

qnd~r~dld sidmkls qr`c~ksizislv ci olmild qr`c~kvi yldm snrglci$ Vnblid is~

ciblk~kld qr`vnv qndmicndsijiklvild jlks`r(jlks`r yldm hnhqndmlr~ei qnd~r~dld

snrvno~s onrclvlrkld dibli rlvi` yldm k~rldm hnhonrikld k`dsrio~vi snrelclq

sidmkls qr`c~ksizislv yldm ciflqli$ Cibiels qlcl mlholr >$< hndndg~kld ole}l

dibli qr`c~ksizislv yldm snrgci ci olmild qr`c~kvi hnhibiki dibli yldm bnoie onvlr

clri dibli qr`c~ksizislv vsldclr" hnvkiq~d snrclqls dibli yldm hndciklsi dibli

vsrldclr$ Cibiels clri knvnb~r~eld dibli qr`c~ksizislv yldm snrglci qlcl vnhnsnr $>$ Qnrolikld Qr`c~ksizislv

^ds~k hndflqli vlvlrld qnrolikld yldm snble ciblk~kld qlcl slelq qnrndfldlld"

knmilsld qnrolikld qr`c~ksizislv elr~v cisnhqlskld qlcl onds~k yldm j`rhlb$

^vlel(~vlel qnrolikld qr`c~ksizislv elr~v hndglci knmilsld j`rhlb onrclvlrkld

knoiglkld qnr~vlelld clblh ~qlyl qndmndclbild cld qndidmklsld qr`c~ksizislv

qnr~vlelld$ Qndnslqld knoiglkld idi onrs~g~ld ~ds~k hndglhid lcldyl

knvnqlklsld onrvlhl lsl~ k`hishnd vnh~l qielk yldm snrbiols clblh ~qlyl

qndidmklsld qr`c~ksizislv qnr~vlelld$

Hns`cn qnrolikld qr`c~ksizislv yldm cikndlbkld `bne Glhnv B _immv lclble

qr`vnv L$I$H %L}lrndnvv" Ihqr`znhnds" Hlidsndldfn)$ L$I$H hnr~qlkld qr`vnv

yldm hnhqnrkndlbkld qr`c~ksizislv hnblb~i qndidmklsld knvlclrld %L}lrndnvv)"hndc`r`dm knmilsld qnrolikld %Ihqr`znhnds)" cld hndyncilkld qr`vnv

qndm~k~rld clblh ~qlyl qnhnbielrlld %Hlidsndldfn)$ Vnflrl mb`olb" hns`cn idi

hndyncilkld knrldmkl knrgl %Jrlhn}`rk) ~ds~k hndmnzlb~lvi sidmkls

qr`c~ksizislv cndmld ononrlql slelqld yldm hndclvlr clblh ~qlyl qnrolikld

qr`c~ksizislv v~ls~ `rmldivlvi$ Qr`vnv L$I$H hnrnk`hndclvikld knmilsld(

knmilsld yldm hndfiqslkld knvlclrld olmi idcizic~ yldm snrbiols clblh vno~le

`rmldivlvi ~ds~k vnblb~ hndidmklskld qr`c~ksizislv" hnblk~kld qnrolikld

qr`c~ksizislv" hndglml vivsnh qnr~vlelld lmlr vnblb~ hnhonrikld k`dsrio~vi yldm

`qsihlb$ Onrik~s bldmkle(bldmkle clblh qr`vnv L$I$H 7


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Lmislsi`d

Hndfiqslkld knsnrslrikld qlcl klryl}ld snrelclq qndsidmdyl qr`c~ksizislv$

Hn}~g~ckld k`hishnd qnr~vlelld hnr~qlkld bldmkle l}lb ~ds~k

hnrldmvldm knsnrslrikld klryl}ld clblh qndidmklsld qr`c~ksizislv" vnblid is~

id`zlvi qnrldfldmld snhqls knrgl cld qnhlvldmld snkd`b`mi olr~ clqls

ciblk~kld ~ds~k hndidmklskld mlirle klryl}ld clblh hnblk~kld

qnknrgllddyl$

L~cisidm

Nzlb~lvi snrelclq njivindvi qndmm~dlld v~honr clyl" hndmicndsijiklvi lrnl

knrgl yldm elr~v ciqnroliki sidmkls qr`c~ksizislvdyl" cld hnhqr`h`vikld

klryl}ld yldm snrbiols$ Hnr~qlkld ononrlql bldmkle clblh qr`vnv l~cis

qr`c~ksizislv$?$ Slelq qnrolikld %Ihqr`znhnds) clqls ciihqbnhndslvikld cndmld idznvslvi

snkd`b`mi olr~" hndyncilkld qr`mrlh idvndsij ~ds~k klryl}ld" hndidmklskld

knsnrbiolsld klryl}ld clblh qndidmklsld qr`c~ksizislv$

6$ Slelq qnhnbielrlld %Hlidsndldfn) clqls ciblk~kld cndmld flrl hnblk~kld

qndm~k~rld kidnrgl vivsnh cld hnhldsl~ kidnrgl vivsnh lmlr vnblb~

hnhonrikld k`dsrio~vi clblh qndidmklsld qr`c~ksizislv$


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Olo :

Knvihq~bld cld Vlrld

:$


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= qnrb~ ci sidmklskld hnvki siclk snrblb~ gnbnk klrndl ci c`hidlvi `bne

qr`c~ksizislv vncldm vlhqli kn lslv" vncldmkld rlvi` 6 hnvki lcl dibild yldm

o~r~k snslqi hnd~dg~kld dibli rlvi` yldm fndcnr~dm hnholik$ Elb idi onrlrsi

sidmkls njivindvi qnhlklild glh knrgl" bivsrik" mlv cld sidmkls qndmm~dlld

v~honr clyl hlvik onb~h hnhonrikld k`dsrio~vi qlcl qndidmklsld

qr`c~ksizislv Bidi Qr`c~kvi$

6$ ^qlyl(~qlyl yldm clqls ciblk~kld ~ds~k hnhqnroliki rlvi` idi ldslrl blid 7

Hndm~rldmi sidmkls qnho`r`vld snrelclq qnhlklild oleld olklr mlv

ciblk~kld cndmld flrl qnholmild klqlvislv qr`c~kvi yldm qr`q`rvi`dlb

cndmld hnvid `znd yldm hndmm~dlkld oleldolklr hidylk sldle$

Hndm`qsihlbkld j~dmvi qndml}lvld snrelclq kidnrgl klryl}ld ~ds~k

hndfnmle lcldyl sidclkld(sidclkld yldm siclk hndfnrhidkldknciviqbidld knrgl" ke~v~vdyl qndml}lvld qlcl hns`cn knrgl qr`c~kvi$

Qnhnbielrlld hnvid(hnvid qr`c~kvi lmlr hnhibiki k`dcivi yldm qr`c~ksij

clblh hndmelvibkld qr`c~k$

Hndidmklskld h`sizlvi klryl}ld ~ds~k hnhqnrelsikld knciviqbidld

clblh onknrgl$

Hndidmklskld h`sizlvi klryl}ld lmlr onknrgl cndmld olik cld v~dmm~e$

Hndmls~r ~bldm qndm~dlld glh knrgl" ~ds~k hndidmklskld dibli rlvi` )" Qndm~k~rld Qr`c~ksizislv cld Qndnds~ld Jlks`r

C`hidld Yldm Hnhqndmlr~ei Qr`c~ksizislv Ci QS V~honr Qblvidc`

Glylvlksi" G~r~vld Snkdik Idc~vsri VSS H~vi$

=$ _~vsildl" M~vsild" %?11>)" Ldlbiviv Qr`c~ksizislv Bidi Qr`c~kvi QS$

Qnrkno~dld D~vldslrl Ziii Kno~d _ldflolbi Cndmld Hndmm~dlkld

Hns`cn @ognfsizn Hlsriu %@hlu)" S~mlv Lkeir Qr`mrlh Vlrgldl" Jlk~bslv

Snkdik cld Ibh~ K`hq~snr" ^DIK@H" Oldc~dm$

PENGUKURAN PRODUKTIVITAS KERJA PADA BAGIAN PRODUKSI DENGAN MENGGUNAKAN METODE OBJECTIVE MATRIX...

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Transcript of PENGUKURAN PRODUKTIVITAS KERJA PADA BAGIAN PRODUKSI DENGAN MENGGUNAKAN METODE OBJECTIVE MATRIX...