REPOSITORY UNIVERSITAS MEDAN AREA: Penetuan Interaksi yang Berpengaruh terhadap Mutu Produksi Fatty Alcohol dengan Menggunakan MEtode Analisa VArians di PT Ecogreen Oleochemicals

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DAFTAR PUSTAKA

1.

Besterfield, D.H, Quality Control and Industrial Statistic, Second Edition. New Jersey : Prentice-Hall International, Inc,

1986 .

2.

Cohran, W.G. and Gentrude, M. Cox,"Experimental Design", Jhon Wiley and Sons, Inc, Second Edition, New York,

1950

3. Grant, Eugene K, and Richard S. Leavenworth, Pengendalian Mutu Statistik, Jilid I

(Terjemahan), Edisi Keenam, Jakarta: Penerbit Erlangga

1989.

4.

G. Dieckelmann, H.J. Heinz, The Basic Of Industrial Oleochemistry, Peter Pomp, GrnbH.

5.

Hewin International Inc. "The World's Oleochemical lndustry^"Feedstoks^' derivates and Product. Amsterdam The Nederlands

1995

6 .

Ishikawa Kaoru, Pengendalian Mutu Terpadu, PT. Remaja Rosdakarya bandung,

1990.

7. Montogomery, C. Douglas, "Statitiscal Quality Control"

8.

Sudjana, MA, MSc, Desain Dan Analisa Eksperimen, Tarsito Bandung

1994

9.

Sudjana, MA, MSc, Metoda Statistika, Edisi Kelima, Bandung: Penerbit Tarsjto,

1992.

10.

Wiiliam W. Hines Douglas C. Montgomery, Probability and Statistics in Engineering and Management Science, John Wiley & Sons,Inc, Toronto.

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UNIVERSITAS MEDAN AREA

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Lai-.:pirnn l Tabel Distribusi Normed

Tabel. Luas di bawah

1·

kurva normal

I

/ ·Lu as; 0 I I �

[_.: I

^0,00 ^o,o

Q

^0,02 ^0,0) ^o.o� ^0,05 ^r:,06 ^0,07 ^o,os ^{O,O'i I}

-:-1

- },4 O,<XXlJ 0,000J 0,000) . O,COOJ 0.000) ^O.C('()J ^0.000.1 0.000) o.<X;"O ^j ^0,('(0²

- J,) O,OC<J 5 0,0005 0.0005 O.C<Xl.t ^O.OC0-1 ^0.0⁰⁰^.: ^0,(0Q.t O.COO.t o.000.: O.OC<l ^j

- J, 2 O,C<Xl7 0,0007 0.000⁶ 0,0006 O.CC<)6 0.0006 0.0006 o.ooos 0.0005 O,CC•) 5 - J, 1 0.0010 0,0009 0,0009 0,0009 0, f)CX)S 0.0003 O,C-003 c.ooos O.C<XJ7 O.CC07 - }.()' 0,00 I J 0,00 I J 0,001 J 0,0<)12 0,(:01 2 0.CO 1 I 0,00¹¹ O.('.()J J 0.0010 U,COIO - 2,9 0,0:)19 0,0018. 0,⁰⁰¹⁷ O,C() I 7 ^0,0016 ⁰^,()'.)16 0.0015 0.("01 5 ^0.001..: O.C0: ..:

- 2,3 • . 0,0026 0,0025 0,002 � 0,002) .O.C02J O,C022 o.rn21 0.0021 o.oo:o O.COl'i - 2,7 0 I'\()) 5 O,COJ4 0.00 J J - 0,00) 2 (>.COJ I o._oo.•o 0.⁰0 29 o.c02:{ 0 .00�7 C..C02.S - 2,6 0, Cl}\. o,oo.: 5 0.00.t>I O.OO·t J O.OO·l I O,C0..:0 0.C0.\9 ^0,0IJ.l� O.C<l.l l 0.(0jli 2,5 0,0062 0 ,0()60 O.C059 0, co ⁵7 ^{0.005 5} o.cos..: o.oo 5 � ^0.0051 ^0.()0.:') o.co.:.�

- 2,·I 0,0022 0,0080 0.00⁷8 0.007 5 o. 00 7 J O.C07 I 0.0069 O-C-063 0,('()lj6 C\. ^CO&-:

·-2. J 0.0 I ⁰⁷ 0,010·1 0,0 I 02 0-0099 ^0.0096 Ô.C09J ⁰.0091 o.ooss ô.co�; ô.co3..:

- 2,2 0.0 I J9 O,O I J6 0,0 I J 2 ·'.l.O I 29 0.0 I 2 5 0.0 I 2 � 0.0119 o.o 116 0.0 I I j C.n II 0 - 2, I ^{0,0 I}70 0.0 i 7.1 0.0 I 70 _o.o166 o.o 16: 0,0 I ^5S ^C-0I 5..: · . O.O I �O 0.0 I .:;, ^0-0I..: j - 2.0 ^0,022S ^0,0222 ^{0.021 7} ^0.0�1 2 0.0207 0.02⁰: . \-019 ^l C.0192 0.0 I �'i 0,0 I� j - 1,9 0 .0 2 3 7 0.02S I 0,02 7..: 0,02 5 3 ⁰.o 2 6 2 o.o: 5/i 0.0 2 50 0.02 ..:..: 0.02 :q c.0: J J - l·,S o.on9 0,0.152 O,OJ4..: O.OJ J!. 0.0 J 29 O,Oj: c ^(0.0j^I..: O.() )07 t).l) )1): 0.0:9.:

- I , ⁷ o.c..:.16 0,0JJ6/ 0,0.t 2 7 O,O.: IS c..⁰^..:0⁹ C}.Q..:O I O.O�'i 2 ^C.OJS..: ^o.o.;;� C.0)5;

- I 6 o.os�:i 0. 0 5 J 7 ·0.0526 0.05 16 0.0505 _o.o.:?I o.o..: 3 � O.OJ i 5 1).0.:;, � 0.e-.: 5 �

1-

^1:.> ⁰^.⁰⁶⁶⁸ ^{0 ,06}^{5 5} ^{0,06'- J} ^0,06)0 ^{0,01) 13} ^C.OGOI, ^0.059J ^0.0)S; ^O.Ol;^I ^0.(1��S

! - I,-� _o.osos 0.079.l 0,0173 0,07 6J 0,07.!9 0.Q7j5 o.o 7: � o.o �OS o.or,·1.: 0.06.i I

- I, ^J ^0.09( 0.. 09) I ^0,09)� 0.091 s ⁰^.⁰'10 1 0 .OS 3 5 (.'.0569 o.o $ ⁵J ^O.O.'i.13 c,os: .:

- I , 2 0.1 I 5 I ^0,1 I) I 0, I I I 2 ^0.109) ^{0.1 07 5} ^{0.1 osr,} ^0.I OJ$ U.1 o:o O.IC0.; 0.1/J� ! - I, I 0, I)) 7 ⁰^:1 ) ) ) 0.1) 1 ·I 0. I :9: 0. I :� I ^0.12) I 0 .1 2 JO l). I: I 0 0.1 I '.HJ 0.11 :o - 1,0 ^0,^I55 7 ^{0, I 56}2 ^0,I 5 J9 ^0.I ) I ) 0. I .19 c ^0.1-16') 0.1..: J 6 0. I�:) 0.1 �I) I •).: )79 - 0.9 0, I S·I I 0, I 8 I -1 (),I ⁷3 S O, I He 2 ^0.I ^7.\6 0. I 7 I ^.1 n. li·S � ()^.I 1.1,() 0.111.1.< 0 .i �I : - o.s 0,2 I 19 ^0.20')0 0,'206 I 0, 20) ·' 0.:001 U. _{I '.1 )l} 1). I 9 ^{J 'I} l). ^I'J:: (\.I :S '' J 0.1 3o:

- 0,7 o. 2-120 0, 2 J89 ^0,2J5S ^{o.: Jn} o. � �')(, ^{0.: :}⁽,(, u. � 2 )6 o. � �l\11 l).: ^{I l ;} 0-: I.\-�

- 0,6 0,17 ·I J o. 2 709 0,2616 o.�6.i J 0. :611 ^� 0. 2 )) 3 0.1) ^{J (1} ^{0.: � I}J c. 2 Ji J O.:J) I - 0, 5 0. JOS 5 ^O,JO .\O 0, JO I 5 0.295 I 0.2946 0,: 'J ^{I :} 0. 2 s ⁷⁷ ^0,2 :lJ .' 0,: 3 I 0 0.:; 7 5

- O,·t 0,)4·16 0,) 409 0,))7 2 ().j^J)⁶ Ô,JJOO ô.)26J o.n:� ô.)¹⁹2 0. JI )6 0. j I 2 I - O,J 0,) ^g¹¹ ^{(,.) 7}^s) ^{0,)7J 5} ^{0.) '/07} ^0,⁾⁶⁶⁹ ^{o. )[, J'} ^0.^J^{! ? J} ^0.)557 ^{Q.) I cO} o. )J 3 j - 0, 2 0,⁴²⁰7 Ô,.tÎ⁶³ ^0,4I 29 0,J09⁰ 0,JQ) 2 O.JQ I l Ô,J?^{l J} ô.J? )6 c.) sq� o.n \y

. 0,1 0,<602 0. J 5 6' 0. J 5 2 2 0.JJSJ o. J J J) O,,,OJ o. J) 6J ^0.J) 2 ⁵ 0.J :H Q.J � J ;

. 0,0 0. 5C•JQ ^0,4960 ^0,J920 ^0.-13�0 (i_ J s JQ ^Q..JSOI ^0.^{Ji GI} ^{0. J}^l2 I !).� 6::! I 0. J 6 J I ---

. . . . . ·1ca B du p nerbit Tarsito,1992

Lampiran 1. D1kut1p dan buku oleh SudJana,MA,Msc,Metode Stat1stl , an ng, e

'

UNIVERSITAS MEDAN AREA

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\

Lampi ran .2

Tabel Distribusi Chi-K

^wad^rat

(X2)

Tabel. Nilai

^k

ritis distribusi Khi-Kuadrat

v 0,995.

I

^0,99

I

^(J^,97⁵

o,0•393

1

^o,oi¹^s11

2 0,0\00 0,0201 ] 0,0/ I 7 0, \ 15

o,oi932 0,050^1j

),21 s 4 0,207 0,297 ^0,4S4

5 0,412 0,554 O,S 3 !

6 0,676 0,372 1,23 7

7 0,939 ¹,239 I ,690

3 I, 344 1,64⁶ 2, l SCJ

9 i ^,7 ³5 2,0SS 2,700 10 2' 156 2,⁵5^S J, 2� 7

11 2,603 J,⁰53 3,S 16 12 J,07� J,5 71 � .�0-�

13 J' 565 ^{4, I}⁰⁷ 5,C09

I ^'1 ^�,07 5 _I^- -�.660 5 .6 �9

1.5 4,601

I

^5,2.29

16 5, I 42 5,S 12

6 ,262

6,903 17 5,697 ^•6,40S 7' S6:1

18 6)65 7 ,0 IS s' 23 l

19 6,^S44 ^{7 ,63}3 ^8,907

20 7 _I4 34 3,260 9,591

21 3,034. S,397 0,2S 3

22 S,64 3 9 ,542 0,9S2

2) 9,260 10,196 1,6S9

2<1 9,836 I 0.856 2,'10 I

25 10,520 ^{I I ,524} ^{3, I 28.}

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2 7 . ·I I ,SOS 12,879 <\ ,57J

23 12,461 I), 56 5 5, JOS

29 l J, 12 l 1.; ,256 6,0-� 7

JO I J ,"I 37 I <1,9 5 J 6,79 ^J

a

I o.oi�'JJI

^0,^0,9\OJ ⁵·- ·5 ,991 ^0,05^J,⁸⁴¹ 0,352 0,711

I

^7,S159 .438

l, I <i 5 11,070

I

I, 63 5

I

^12..�9?.

2' 16 7

I

^{! 4,067}

2 ,733 15,50·.:

] ,J 2S 16,919 J,940 I 8, 307

4 ,5 7 5 19,67 5 5,226 21,026

5,S9 2 ¹¹,·'I

I - - ,)()_

I

6,S ^{7 I}

I

^23,6S5

I _{7' 261} _24,996

I

^7.�162 2.6,296 S,672 ²^{7, SS 7}

9 ,390 23,869

I 0, 117 JO, 144

I 0,851 J 1,410

l l ,.S9 I 32 ,67 l I 2, J JS JJ ^,92'1 I J,091 J.S, 172 1 I J,S:\ S JG,4 l .S l •1,611 J 7,652

I 5,; 79 JS,385 l 6, I 5 I ·10, I I J i 6,92S 11 I,) J 7 I 7, 703 <\ 7.' 5 s 7 1·s .'19 J •\) ,773

'---�----

I

⁰^,⁰²⁵

I

^0,01 ^0,005

5,024 6,635. 7^,879

7,J 78 9,210 10,597

9 ,J4S 11,34 5 I 2,838

11, 143 13,277 I 4,S60 12,8 32 15,086 16,7 50

14,449 16,812 I 3,543 16,013 18,4 7 5 20,2 7S 17 ,5 3 5 l0,090 21,95 5 19,023 ^21,666 ^{2 J ,5S9} I ^20,433

I 23,209 25, I SS 21,920. 24,725 ^{26 '7 5 7}

.23,JJ7 26,2 17 2S,JC0 24 ,7 36 27,6^SS 29,S19 26, 119 29, ! 41 JI,) 19 17,4SS 30,5 7 s ^- COi

2S,S45 32.,000 3:\ ,26 7 JO, 191 JJ,4⁰9 3 S ,7 IS

JI, 5 26 J4,30S 3 7, I S6

J2,S52 J6, I 9 I 3S,532 34, 170 37,566 39,997

3 5,<179 33,932 41.�01 36,7 SI 40, 2 S9 <12 ,796 JS,076 <1I,6J3 4-�, IS l 39,36-1 42.,930 <15, S SS

·�0,6<16 �4. J 14 <16.92S o.11,923 45,642 4$,290

<:3,194 4 6 '96 J t.9,G� S '11!,'16 I 43,273 S0.99 J t15,722 ·19 ,533 52,JJG

·16. 9 79 50,892 5),672

t Di�lin d:iri TJbc\ IS f3io111cr::·.!:o ^Tl'/J!csfor S101isrici'.111s, ^Ji!id sciz.in E. S.

Porson d:in Giomctrib Tr\..!s::cs.

Lampiran 2. Dikutip dari buku oleh Sudjana,MA,Msc,Metode Statistika,Bandung,Penerbit Tarsito, 1992

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