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7. LAMPIRAN

Lampiran 1. Standar Nasional Indonesia (SNI 01-3710-1995)

Tabel Syarat Mutu Buah Kering

NO. KRITERIA UJI SATUAN PERSYARATAN 1. Keadaan :

1.1. Penampakan - Normal 1.2. Bau - Normal 1.3. Rasa - Normal 2. Air % b/b Maks. 31 3. Bahan tambahan makanan :

3.1. Pemanis buatan (sakarin, siklamat) - Negatif 3.2. Pewarna sesuai SNI 01-0222-1987 3.3. Pengawet sesuai SNI 01-0222-1987 4. Cemaran logam :

4.1. Timbal (Pb) mg/kg Maks. 2,0 4.2. Tembaga (Cu) mg/kg Maks. 5,0 4.3. Seng (Zn) mg/kg Maks. 40,0 4.4. Timah (Sn) mg/kg Maks. 40,0/251** 4.5. Raksa (Hg) mg/kg Maks. 0,03 5. Cemaran Arsen (As) mg/kg Maks. 1,0 6. Cemaran mikrobia :

6.1. E. coli APM/g < 3 ** Khusus untuk produk yang dikemas dalam kaleng

Lampiran 2. Lembar Kuisioner Uji Sensoris

UJI RATING HEDONIK

Nama : Tanggal :

Umur : ( L / P )

Produk : Manisan Kering Jambu Biji

Kriteria : Kesukaan terhadap Warna

Instruksi :

Di hadapan Anda terdapat sembilan sampel manisan kering jambu biji. Berilah penilaian

tentang tingkat kesukaan Anda terhadap warna dengan memberikan tanda √ pada kotak di

bawah kode sampel mulai dari sebelah kiri lalu ke kanan. Berhenti 5 detik terlebih dahulu

sebelum melanjutkan ke sampel berikutnya. Jangan membandingkan antar sampel.

Penilaian Kode sampel

Sangat suka

Suka

Agak suka

Netral

Agak tidak suka

Tidak suka

Sangat tidak suka

Komentar :

...................................................................................................................................................

...................................................................................................................................................

~ THANK’S ~

UJI RATING HEDONIK

Nama : Tanggal :

Umur : ( L / P )


Kriteria : Kesukaan terhadap Rasa

Instruksi :

Di hadapan Anda terdapat sembilan sampel manisan kering jambu biji. Berilah penilaian

tentang tingkat kesukaan Anda terhadap rasa dengan memberikan tanda √ pada kotak di

bawah kode sampel. Lakukan pencicipan sampel mulai dari sebelah kiri lalu ke kanan.

Bilaslah lidah dengan meminum air tawar, lalu berpindah mencicipi sampel berikutnya.

Berhenti 5 detik terlebih dahulu sebelum melanjutkan ke sampel berikutnya.Jangan

membandingkan antar sampel.


Sangat suka

Suka

Agak suka

Netral

Agak tidak suka

Tidak suka

Sangat tidak suka

Komentar :

...................................................................................................................................................

...................................................................................................................................................

~ THANK’S ~

UJI RATING HEDONIK

Nama : Tanggal :

Umur : ( L / P )


Kriteria : Kesukaan terhadap Tekstur

Instruksi :

Di hadapan Anda terdapat sembilan sampel manisan jambu biji. Berilah penilaian tentang

tingkat kesukaan Anda terhadap tekstur dengan memberikan tanda √ pada kotak di bawah

kode sampel mulai dari sebelah kiri lalu ke kanan. Berhenti 5 detik terlebih dahulu sebelum

melanjutkan ke sampel berikutnya.. Jangan membandingkan antar sampel.


Sangat suka

Suka

Agak suka

Netral

Agak tidak suka

Tidak suka

Sangat tidak suka

Komentar :

...................................................................................................................................................

...................................................................................................................................................

~ THANK’S ~

UJI RATING HEDONIK

Nama : Tanggal :

Umur : ( L / P )


Kriteria : Kesukaan terhadap Aroma

Instruksi :


tingkat kesukaan Anda terhadap aroma dengan memberikan tanda √ pada kotak di bawah

kode sampel. Lakukan penciuman bau sampel mulai dari sebelah kiri lalu ke kanan.

Berhenti 5 detik terlebih dahulu sebelum melanjutkan ke sampel berikutnya. Jangan

membandingkan antar sampel.


Sangat suka

Suka

Agak suka

Netral

Agak tidak suka

Tidak suka

Sangat tidak suka

Komentar :

...................................................................................................................................................

...................................................................................................................................................

~ THANK’S ~

UJI RATING HEDONIK

Nama : Tanggal :

Umur : ( L / P )


Kriteria : Kesukaan terhadap Overall

Instruksi :


tingkat kesukaan Anda secara keseluruhan (overall) dengan memberikan tanda √ pada

kotak di bawah kode sampel mulai dari sebelah kiri lalu ke kanan. Berhenti 5 detik terlebih

dahulu sebelum melanjutkan ke sampel berikutnya. Jangan membandingkan antar

sampel.


Sangat suka

Suka

Agak suka

Netral

Agak tidak suka

Tidak suka

Sangat tidak suka

Komentar :

...................................................................................................................................................

...................................................................................................................................................

~ THANK’S ~

Lampiran 3. Penentuan Glukosa, Fruktosa dan Gula Invert dalam Suatu Bahan dengan Metode Luff-Schoorl (Soedarmadji et al., 1997)

ml 0,1 N Na-thiosulfat

Glukosa, fruktosa, gula invert

mg C6H12O6

ml 0,1 N Na-thiosulfat

Glukosa, fruktosa, gula invert

mg C6H12O6 Δ Δ 1 2,4 2,4

2,4 13 33 2,7

2,8 2 4,8 14 35,7 3 7,2 2,5

2,5 15 38,5 2,8

2,9 4 9,7 16 41,3 5 12,2 2,5

2,5 17 44,2 2,9

2,9 6 14,7 18 47,1 7 17,2 2,6

2,6 19 50,0 3,0

3,0 8 19,8 20 53,0 9 22,4 2,6

2,6 21 56,0 3,1

3,1 10 25,0 22 59,1 11 27,6 2,7

2,7 23 62,2 -

- 12 30,3 24 -

Lampiran 4. Uji Normalitas • Kadar Air Tests of Normality kombinasi Kolmogorov-Smirnov(a) Shapiro-Wilk Statistic df Sig. Statistic df Sig. air 1cm,40,jam ke-0 .175 6 .200(*) .949 6 .730 1cm,40,jam ke-1 .181 6 .200(*) .942 6 .675 1cm,40,jam ke-2 .182 6 .200(*) .942 6 .679 1cm,40,jam ke-3 .209 6 .200(*) .912 6 .449 1cm,40,jam ke-4 .154 6 .200(*) .992 6 .994 1cm,40,jam ke-5 .189 6 .200(*) .940 6 .660 1cm,40,jam ke-6 .181 6 .200(*) .952 6 .759 1cm,40,jam ke-7 .203 6 .200(*) .908 6 .424 1cm,40,jam ke-8 .180 6 .200(*) .934 6 .610 1cm,40,jam ke-9 .273 6 .181 .878 6 .261 1cm,40,jam ke-

10 .250 6 .200(*) .863 6 .201

1cm,40,jam ke-11 .167 6 .200(*) .976 6 .929

1cm,40,jam ke-12 .167 6 .200(*) .972 6 .902

1cm,50,jam ke-0 .211 6 .200(*) .924 6 .538 1cm,50,jam ke-1 .167 6 .200(*) .986 6 .977 1cm,50,jam ke-2 .167 6 .200(*) .983 6 .966 1cm,50,jam ke-3 .166 6 .200(*) .982 6 .960 1cm,50,jam ke-4 .171 6 .200(*) .949 6 .731 1cm,50,jam ke-5 .180 6 .200(*) .905 6 .406 1cm,50,jam ke-6 .200 6 .200(*) .930 6 .577 1cm,50,jam ke-7 .274 6 .181 .917 6 .483 1cm,50,jam ke-8 .244 6 .200(*) .878 6 .261 1cm,50,jam ke-9 .216 6 .200(*) .971 6 .901 1cm,50,jam ke-

10 .314 6 .066 .886 6 .299

1cm,50,jam ke-11 .176 6 .200(*) .981 6 .955

1cm,50,jam ke-12 .276 6 .172 .856 6 .175

1cm,60,jam ke-0 .141 6 .200(*) .976 6 .928 1cm,60,jam ke-1 .251 6 .200(*) .899 6 .370 1cm,60,jam ke-2 .189 6 .200(*) .889 6 .314 1cm,60,jam ke-3 .202 6 .200(*) .898 6 .360 1cm,60,jam ke-4 .167 6 .200(*) .957 6 .800 1cm,60,jam ke-5 .173 6 .200(*) .917 6 .483 1cm,60,jam ke-6 .192 6 .200(*) .927 6 .560 1cm,60,jam ke-7 .262 6 .200(*) .933 6 .601

1cm,60,jam ke-8 .262 6 .200(*) .933 6 .601 1cm,60,jam ke-9 .223 6 .200(*) .949 6 .735 1cm,60,jam ke-

10 .175 6 .200(*) .948 6 .726

1cm,60,jam ke-11 .216 6 .200(*) .886 6 .299

1cm,60,jam ke-12 .262 6 .200(*) .933 6 .601

2cm,40,jam ke-0 .235 6 .200(*) .886 6 .298 2cm,40,jam ke-1 .190 6 .200(*) .934 6 .611 2cm,40,jam ke-2 .166 6 .200(*) .987 6 .982 2cm,40,jam ke-3 .187 6 .200(*) .933 6 .603 2cm,40,jam ke-4 .168 6 .200(*) .965 6 .859 2cm,40,jam ke-5 .203 6 .200(*) .897 6 .356 2cm,40,jam ke-6 .173 6 .200(*) .966 6 .865 2cm,40,jam ke-7 .156 6 .200(*) .972 6 .906 2cm,40,jam ke-8 .249 6 .200(*) .817 6 .083 2cm,40,jam ke-9 .190 6 .200(*) .901 6 .377 2cm,40,jam ke-

10 .242 6 .200(*) .843 6 .138

2cm,40,jam ke-11 .239 6 .200(*) .872 6 .236

2cm,40,jam ke-12 .195 6 .200(*) .896 6 .351

2cm,50,jam ke-0 .168 6 .200(*) .988 6 .985 2cm,50,jam ke-1 .315 6 .064 .880 6 .270 2cm,50,jam ke-2 .227 6 .200(*) .948 6 .723 2cm,50,jam ke-3 .310 6 .073 .879 6 .264 2cm,50,jam ke-4 .302 6 .093 .902 6 .389 2cm,50,jam ke-5 .260 6 .200(*) .910 6 .435 2cm,50,jam ke-6 .167 6 .200(*) .976 6 .929 2cm,50,jam ke-7 .240 6 .200(*) .931 6 .591 2cm,50,jam ke-8 .167 6 .200(*) .980 6 .953 2cm,50,jam ke-9 .166 6 .200(*) .981 6 .956 2cm,50,jam ke-

10 .166 6 .200(*) .966 6 .864

2cm,50,jam ke-11 .180 6 .200(*) .934 6 .610

2cm,50,jam ke-12 .209 6 .200(*) .897 6 .356


2cm,60,jam ke-8 .192 6 .200(*) .927 6 .560 2cm,60,jam ke-9 .262 6 .200(*) .933 6 .601 2cm,60,jam ke-

10 .223 6 .200(*) .949 6 .735

2cm,60,jam ke-11 .175 6 .200(*) .948 6 .726

2cm,60,jam ke-12 .216 6 .200(*) .886 6 .299

3cm,40,jam ke-0 .174 6 .200(*) .925 6 .544 3cm,40,jam ke-1 .283 6 .146 .863 6 .201 3cm,40,jam ke-2 .171 6 .200(*) .969 6 .884 3cm,40,jam ke-3 .191 6 .200(*) .889 6 .311 3cm,40,jam ke-4 .165 6 .200(*) .983 6 .964 3cm,40,jam ke-5 .187 6 .200(*) .920 6 .508 3cm,40,jam ke-6 .167 6 .200(*) .917 6 .487 3cm,40,jam ke-7 .222 6 .200(*) .875 6 .249 3cm,40,jam ke-8 .181 6 .200(*) .951 6 .749 3cm,40,jam ke-9 .214 6 .200(*) .963 6 .843 3cm,40,jam ke-

10 .182 6 .200(*) .973 6 .911

3cm,40,jam ke-11 .275 6 .176 .922 6 .523

3cm,40,jam ke-12 .244 6 .200(*) .888 6 .305

3cm,50,jam ke-0 .163 6 .200(*) .977 6 .934 3cm,50,jam ke-1 .172 6 .200(*) .981 6 .956 3cm,50,jam ke-2 .166 6 .200(*) .978 6 .939 3cm,50,jam ke-3 .176 6 .200(*) .921 6 .514 3cm,50,jam ke-4 .216 6 .200(*) .961 6 .829 3cm,50,jam ke-5 .167 6 .200(*) .953 6 .765 3cm,50,jam ke-6 .323 6 .050 .808 6 .069 3cm,50,jam ke-7 .189 6 .200(*) .940 6 .660 3cm,50,jam ke-8 .181 6 .200(*) .952 6 .759 3cm,50,jam ke-9 .203 6 .200(*) .908 6 .424 3cm,50,jam ke-

10 .180 6 .200(*) .934 6 .610

3cm,50,jam ke-11 .273 6 .181 .878 6 .261

3cm,50,jam ke-12 .250 6 .200(*) .863 6 .201


3cm,60,jam ke-8 .272 6 .186 .861 6 .194 3cm,60,jam ke-9 .224 6 .200(*) .915 6 .471 3cm,60,jam ke-

10 .189 6 .200(*) .902 6 .384

3cm,60,jam ke-11 .254 6 .200(*) .933 6 .605

3cm,60,jam ke-12 .219 6 .200(*) .937 6 .636

* This is a lower bound of the true significance. a Lilliefors Significance Correction Kadar Sukrosa Tests of Normality kombinasi Kolmogorov-Smirnov(a) Shapiro-Wilk

Statistic df Sig. Statistic df Sig. sukrosa 1cm,40,jam ke-0 .152 6 .200(*) .982 6 .960 1cm,40,jam ke-1 .245 6 .200(*) .902 6 .383 1cm,40,jam ke-2 .189 6 .200(*) .891 6 .322 1cm,40,jam ke-3 .206 6 .200(*) .892 6 .331 1cm,40,jam ke-4 .169 6 .200(*) .956 6 .789 1cm,40,jam ke-5 .171 6 .200(*) .920 6 .503 1cm,40,jam ke-6 .267 6 .200(*) .930 6 .578 1cm,40,jam ke-7 .191 6 .200(*) .929 6 .569 1cm,40,jam ke-8 .220 6 .200(*) .952 6 .756 1cm,40,jam ke-9 .276 6 .172 .856 6 .175 1cm,40,jam ke-10 .176 6 .200(*) .981 6 .955 1cm,40,jam ke-11 .314 6 .066 .886 6 .299 1cm,40,jam ke-12 .167 6 .200(*) .973 6 .912 1cm,50,jam ke-0 .272 6 .190 .919 6 .499 1cm,50,jam ke-1 .191 6 .200(*) .940 6 .662 1cm,50,jam ke-2 .226 6 .200(*) .892 6 .328 1cm,50,jam ke-3 .310 6 .074 .848 6 .151 1cm,50,jam ke-4 .181 6 .200(*) .943 6 .684 1cm,50,jam ke-5 .294 6 .114 .841 6 .134 1cm,50,jam ke-6 .182 6 .200(*) .979 6 .945 1cm,50,jam ke-7 .209 6 .200(*) .893 6 .332 1cm,50,jam ke-8 .180 6 .200(*) .950 6 .737 1cm,50,jam ke-9 .265 6 .200(*) .908 6 .423 1cm,50,jam ke-10 .263 6 .200(*) .942 6 .677 1cm,50,jam ke-11 .133 6 .200(*) .996 6 .998 1cm,50,jam ke-12 .155 6 .200(*) .976 6 .932 1cm,60,jam ke-0 .182 6 .200(*) .940 6 .659 1cm,60,jam ke-1 .236 6 .200(*) .894 6 .342 1cm,60,jam ke-2 .211 6 .200(*) .926 6 .551 1cm,60,jam ke-3 .207 6 .200(*) .937 6 .636 1cm,60,jam ke-4 .177 6 .200(*) .922 6 .520

1cm,60,jam ke-5 .235 6 .200(*) .943 6 .680 1cm,60,jam ke-6 .237 6 .200(*) .857 6 .178 1cm,60,jam ke-7 .254 6 .200(*) .876 6 .253 1cm,60,jam ke-8 .200 6 .200(*) .925 6 .539 1cm,60,jam ke-9 .170 6 .200(*) .940 6 .657 1cm,60,jam ke-10 .230 6 .200(*) .854 6 .169 1cm,60,jam ke-11 .213 6 .200(*) .900 6 .375 1cm,60,jam ke-12 .177 6 .200(*) .934 6 .611 2cm,40,jam ke-0 .191 6 .200(*) .940 6 .662 2cm,40,jam ke-1 .215 6 .200(*) .902 6 .389 2cm,40,jam ke-2 .197 6 .200(*) .895 6 .344 2cm,40,jam ke-3 .244 6 .200(*) .842 6 .134 2cm,40,jam ke-4 .192 6 .200(*) .909 6 .431 2cm,40,jam ke-5 .162 6 .200(*) .945 6 .697 2cm,40,jam ke-6 .224 6 .200(*) .955 6 .784 2cm,40,jam ke-7 .217 6 .200(*) .868 6 .220 2cm,40,jam ke-8 .190 6 .200(*) .898 6 .362 2cm,40,jam ke-9 .241 6 .200(*) .876 6 .250 2cm,40,jam ke-10 .196 6 .200(*) .962 6 .833 2cm,40,jam ke-11 .246 6 .200(*) .816 6 .082 2cm,40,jam ke-12 .147 6 .200(*) .950 6 .742 2cm,50,jam ke-0 .183 6 .200(*) .943 6 .680 2cm,50,jam ke-1 .256 6 .200(*) .893 6 .334 2cm,50,jam ke-2 .179 6 .200(*) .968 6 .880 2cm,50,jam ke-3 .157 6 .200(*) .945 6 .699 2cm,50,jam ke-4 .158 6 .200(*) .972 6 .908 2cm,50,jam ke-5 .160 6 .200(*) .965 6 .855 2cm,50,jam ke-6 .177 6 .200(*) .962 6 .836 2cm,50,jam ke-7 .167 6 .200(*) .978 6 .940 2cm,50,jam ke-8 .252 6 .200(*) .910 6 .437 2cm,50,jam ke-9 .234 6 .200(*) .920 6 .506 2cm,50,jam ke-10 .155 6 .200(*) .960 6 .821 2cm,50,jam ke-11 .191 6 .200(*) .923 6 .530 2cm,50,jam ke-12 .180 6 .200(*) .978 6 .943 2cm,60,jam ke-0 .247 6 .200(*) .907 6 .417 2cm,60,jam ke-1 .224 6 .200(*) .952 6 .756 2cm,60,jam ke-2 .114 6 .200(*) .996 6 .998 2cm,60,jam ke-3 .162 6 .200(*) .961 6 .825 2cm,60,jam ke-4 .287 6 .134 .907 6 .417 2cm,60,jam ke-5 .210 6 .200(*) .859 6 .186 2cm,60,jam ke-6 .147 6 .200(*) .963 6 .841 2cm,60,jam ke-7 .191 6 .200(*) .883 6 .284 2cm,60,jam ke-8 .195 6 .200(*) .896 6 .350 2cm,60,jam ke-9 .239 6 .200(*) .873 6 .237 2cm,60,jam ke-10 .242 6 .200(*) .843 6 .138

2cm,60,jam ke-11 .190 6 .200(*) .901 6 .377 2cm,60,jam ke-12 .167 6 .200(*) .964 6 .849 3cm,40,jam ke-0 .214 6 .200(*) .893 6 .334 3cm,40,jam ke-1 .307 6 .079 .822 6 .093 3cm,40,jam ke-2 .175 6 .200(*) .920 6 .509 3cm,40,jam ke-3 .243 6 .200(*) .944 6 .692 3cm,40,jam ke-4 .167 6 .200(*) .986 6 .976 3cm,40,jam ke-5 .192 6 .200(*) .966 6 .868 3cm,40,jam ke-6 .220 6 .200(*) .864 6 .203 3cm,40,jam ke-7 .190 6 .200(*) .934 6 .614 3cm,40,jam ke-8 .223 6 .200(*) .893 6 .334 3cm,40,jam ke-9 .182 6 .200(*) .970 6 .891 3cm,40,jam ke-10 .210 6 .200(*) .936 6 .624 3cm,40,jam ke-11 .218 6 .200(*) .872 6 .236 3cm,40,jam ke-12 .152 6 .200(*) .975 6 .924 3cm,50,jam ke-0 .179 6 .200(*) .951 6 .745 3cm,50,jam ke-1 .191 6 .200(*) .956 6 .787 3cm,50,jam ke-2 .303 6 .090 .840 6 .130 3cm,50,jam ke-3 .276 6 .170 .865 6 .206 3cm,50,jam ke-4 .131 6 .200(*) .979 6 .947 3cm,50,jam ke-5 .171 6 .200(*) .946 6 .712 3cm,50,jam ke-6 .162 6 .200(*) .949 6 .732 3cm,50,jam ke-7 .187 6 .200(*) .953 6 .761 3cm,50,jam ke-8 .223 6 .200(*) .916 6 .477 3cm,50,jam ke-9 .272 6 .190 .864 6 .203 3cm,50,jam ke-10 .209 6 .200(*) .896 6 .352 3cm,50,jam ke-11 .195 6 .200(*) .933 6 .604 3cm,50,jam ke-12 .143 6 .200(*) .977 6 .937 3cm,60,jam ke-0 .215 6 .200(*) .971 6 .901 3cm,60,jam ke-1 .271 6 .193 .916 6 .477 3cm,60,jam ke-2 .178 6 .200(*) .977 6 .938 3cm,60,jam ke-3 .173 6 .200(*) .959 6 .815 3cm,60,jam ke-4 .223 6 .200(*) .933 6 .607 3cm,60,jam ke-5 .153 6 .200(*) .985 6 .972 3cm,60,jam ke-6 .178 6 .200(*) .928 6 .565 3cm,60,jam ke-7 .200 6 .200(*) .917 6 .486 3cm,60,jam ke-8 .189 6 .200(*) .931 6 .588 3cm,60,jam ke-9 .185 6 .200(*) .973 6 .914 3cm,60,jam ke-10 .240 6 .200(*) .877 6 .254 3cm,60,jam ke-11 .225 6 .200(*) .939 6 .650 3cm,60,jam ke-12 .202 6 .200(*) .916 6 .474

* This is a lower bound of the true significance. a Lilliefors Significance Correction Kadar Vitamin C Tests of Normality

kombinasi Kolmogorov-Smirnov(a) Shapiro-Wilk

Statistic df Sig. Statistic df Sig. vitc 1cm,40,jam ke-0 .290 6 .127 .908 6 .422 1cm,40,jam ke-1 .276 6 .170 .874 6 .241 1cm,40,jam ke-2 .155 6 .200(*) .978 6 .942 1cm,40,jam ke-3 .174 6 .200(*) .944 6 .695 1cm,40,jam ke-4 .254 6 .200(*) .876 6 .253 1cm,40,jam ke-5 .176 6 .200(*) .973 6 .914 1cm,40,jam ke-6 .182 6 .200(*) .957 6 .798 1cm,40,jam ke-7 .193 6 .200(*) .910 6 .438 1cm,40,jam ke-8 .182 6 .200(*) .957 6 .798 1cm,40,jam ke-9 .174 6 .200(*) .977 6 .935 1cm,40,jam ke-10 .229 6 .200(*) .928 6 .566 1cm,40,jam ke-11 .183 6 .200(*) .930 6 .580 1cm,40,jam ke-12 .196 6 .200(*) .962 6 .833 1cm,50,jam ke-0 .256 6 .200(*) .901 6 .379 1cm,50,jam ke-1 .184 6 .200(*) .962 6 .832 1cm,50,jam ke-2 .252 6 .200(*) .842 6 .136 1cm,50,jam ke-3 .223 6 .200(*) .933 6 .607 1cm,50,jam ke-4 .173 6 .200(*) .959 6 .815 1cm,50,jam ke-5 .182 6 .200(*) .957 6 .798 1cm,50,jam ke-6 .167 6 .200(*) .968 6 .876 1cm,50,jam ke-7 .182 6 .200(*) .957 6 .798 1cm,50,jam ke-8 .178 6 .200(*) .978 6 .939 1cm,50,jam ke-9 .189 6 .200(*) .943 6 .684 1cm,50,jam ke-10 .167 6 .200(*) .978 6 .940 1cm,50,jam ke-11 .181 6 .200(*) .957 6 .797 1cm,50,jam ke-12 .214 6 .200(*) .881 6 .273 1cm,60,jam ke-0 .195 6 .200(*) .896 6 .350 1cm,60,jam ke-1 .248 6 .200(*) .871 6 .231 1cm,60,jam ke-2 .181 6 .200(*) .957 6 .800 1cm,60,jam ke-3 .181 6 .200(*) .957 6 .797 1cm,60,jam ke-4 .182 6 .200(*) .957 6 .798 1cm,60,jam ke-5 .182 6 .200(*) .957 6 .797 1cm,60,jam ke-6 .196 6 .200(*) .896 6 .349 1cm,60,jam ke-7 .181 6 .200(*) .957 6 .797 1cm,60,jam ke-8 .214 6 .200(*) .881 6 .273 1cm,60,jam ke-9 .181 6 .200(*) .957 6 .800 1cm,60,jam ke-10 .182 6 .200(*) .957 6 .798 1cm,60,jam ke-11 .204 6 .200(*) .970 6 .891 1cm,60,jam ke-12 .167 6 .200(*) .978 6 .940 2cm,40,jam ke-0 .170 6 .200(*) .940 6 .656 2cm,40,jam ke-1 .165 6 .200(*) .957 6 .797 2cm,40,jam ke-2 .241 6 .200(*) .940 6 .655

2cm,40,jam ke-3 .182 6 .200(*) .957 6 .798 2cm,40,jam ke-4 .173 6 .200(*) .959 6 .815 2cm,40,jam ke-5 .234 6 .200(*) .886 6 .296 2cm,40,jam ke-6 .254 6 .200(*) .876 6 .253 2cm,40,jam ke-7 .200 6 .200(*) .924 6 .538 2cm,40,jam ke-8 .182 6 .200(*) .957 6 .798 2cm,40,jam ke-9 .284 6 .143 .858 6 .182 2cm,40,jam ke-10 .239 6 .200(*) .901 6 .378 2cm,40,jam ke-11 .182 6 .200(*) .970 6 .891 2cm,40,jam ke-12 .182 6 .200(*) .957 6 .798 2cm,50,jam ke-0 .200 6 .200(*) .917 6 .485 2cm,50,jam ke-1 .170 6 .200(*) .913 6 .456 2cm,50,jam ke-2 .240 6 .200(*) .876 6 .251 2cm,50,jam ke-3 .240 6 .200(*) .899 6 .370 2cm,50,jam ke-4 .179 6 .200(*) .946 6 .709 2cm,50,jam ke-5 .170 6 .200(*) .960 6 .822 2cm,50,jam ke-6 .185 6 .200(*) .973 6 .914 2cm,50,jam ke-7 .240 6 .200(*) .876 6 .251 2cm,50,jam ke-8 .275 6 .173 .910 6 .439 2cm,50,jam ke-9 .173 6 .200(*) .959 6 .815 2cm,50,jam ke-10 .188 6 .200(*) .931 6 .590 2cm,50,jam ke-11 .157 6 .200(*) .959 6 .815 2cm,50,jam ke-12 .185 6 .200(*) .938 6 .640 2cm,60,jam ke-0 .183 6 .200(*) .977 6 .937 2cm,60,jam ke-1 .183 6 .200(*) .977 6 .937 2cm,60,jam ke-2 .198 6 .200(*) .959 6 .813 2cm,60,jam ke-3 .171 6 .200(*) .970 6 .893 2cm,60,jam ke-4 .171 6 .200(*) .970 6 .893 2cm,60,jam ke-5 .171 6 .200(*) .970 6 .893 2cm,60,jam ke-6 .216 6 .200(*) .910 6 .438 2cm,60,jam ke-7 .175 6 .200(*) .977 6 .936 2cm,60,jam ke-8 .183 6 .200(*) .977 6 .937 2cm,60,jam ke-9 .174 6 .200(*) .977 6 .935 2cm,60,jam ke-10 .178 6 .200(*) .914 6 .461 2cm,60,jam ke-11 .167 6 .200(*) .945 6 .703 2cm,60,jam ke-12 .205 6 .200(*) .925 6 .540 3cm,40,jam ke-0 .182 6 .200(*) .957 6 .798 3cm,40,jam ke-1 .213 6 .200(*) .901 6 .378 3cm,40,jam ke-2 .179 6 .200(*) .962 6 .838 3cm,40,jam ke-3 .179 6 .200(*) .962 6 .838 3cm,40,jam ke-4 .171 6 .200(*) .970 6 .891 3cm,40,jam ke-5 .179 6 .200(*) .946 6 .711 3cm,40,jam ke-6 .216 6 .200(*) .909 6 .430 3cm,40,jam ke-7 .175 6 .200(*) .977 6 .935 3cm,40,jam ke-8 .174 6 .200(*) .976 6 .932

3cm,40,jam ke-9 .178 6 .200(*) .915 6 .468 3cm,40,jam ke-10 .175 6 .200(*) .955 6 .781 3cm,40,jam ke-11 .183 6 .200(*) .977 6 .938 3cm,40,jam ke-12 .240 6 .200(*) .940 6 .660 3cm,50,jam ke-0 .200 6 .200(*) .966 6 .867 3cm,50,jam ke-1 .240 6 .200(*) .940 6 .660 3cm,50,jam ke-2 .233 6 .200(*) .886 6 .296 3cm,50,jam ke-3 .226 6 .200(*) .939 6 .648 3cm,50,jam ke-4 .237 6 .200(*) .964 6 .849 3cm,50,jam ke-5 .239 6 .200(*) .877 6 .254 3cm,50,jam ke-6 .179 6 .200(*) .946 6 .711 3cm,50,jam ke-7 .185 6 .200(*) .973 6 .915 3cm,50,jam ke-8 .274 6 .178 .911 6 .443 3cm,50,jam ke-9 .189 6 .200(*) .930 6 .583 3cm,50,jam ke-10 .181 6 .200(*) .972 6 .903 3cm,50,jam ke-11 .199 6 .200(*) .917 6 .486 3cm,50,jam ke-12 .188 6 .200(*) .912 6 .449 3cm,60,jam ke-0 .277 6 .165 .921 6 .515 3cm,60,jam ke-1 .282 6 .146 .867 6 .213 3cm,60,jam ke-2 .290 6 .125 .907 6 .417 3cm,60,jam ke-3 .174 6 .200(*) .945 6 .700 3cm,60,jam ke-4 .176 6 .200(*) .974 6 .915 3cm,60,jam ke-5 .188 6 .200(*) .912 6 .449 3cm,60,jam ke-6 .229 6 .200(*) .928 6 .563 3cm,60,jam ke-7 .226 6 .200(*) .919 6 .499 3cm,60,jam ke-8 .276 6 .169 .874 6 .243 3cm,60,jam ke-9 .254 6 .200(*) .876 6 .253 3cm,60,jam ke-10 .200 6 .200(*) .925 6 .539 3cm,60,jam ke-11 .269 6 .200(*) .838 6 .125 3cm,60,jam ke-12 .251 6 .200(*) .844 6 .142

* This is a lower bound of the true significance. a Lilliefors Significance Correction Tekstur Tests of Normality kombinasi Kolmogorov-Smirnov(a) Shapiro-Wilk

Statistic df Sig. Statistic df Sig. tekstur 1cm,40,jam ke-0 .134 6 .200(*) .974 6 .916 1cm,40,jam ke-1 .235 6 .200(*) .946 6 .710 1cm,40,jam ke-2 .262 6 .200(*) .870 6 .227 1cm,40,jam ke-3 .266 6 .200(*) .864 6 .205 1cm,40,jam ke-4 .266 6 .200(*) .864 6 .205 1cm,40,jam ke-5 .262 6 .200(*) .870 6 .227 1cm,40,jam ke-6 .203 6 .200(*) .915 6 .469 1cm,40,jam ke-7 .177 6 .200(*) .958 6 .804

1cm,40,jam ke-8 .128 6 .200(*) .995 6 .998 1cm,40,jam ke-9 .128 6 .200(*) .995 6 .998 1cm,40,jam ke-10 .195 6 .200(*) .904 6 .397 1cm,40,jam ke-11 .267 6 .200(*) .940 6 .663 1cm,40,jam ke-12 .206 6 .200(*) .916 6 .477 1cm,50,jam ke-0 .255 6 .200(*) .903 6 .389 1cm,50,jam ke-1 .183 6 .200(*) .963 6 .839 1cm,50,jam ke-2 .224 6 .200(*) .933 6 .600 1cm,50,jam ke-3 .252 6 .200(*) .843 6 .137 1cm,50,jam ke-4 .257 6 .200(*) .854 6 .170 1cm,50,jam ke-5 .259 6 .200(*) .784 6 .042 1cm,50,jam ke-6 .173 6 .200(*) .960 6 .822 1cm,50,jam ke-7 .191 6 .200(*) .942 6 .674 1cm,50,jam ke-8 .167 6 .200(*) .978 6 .940 1cm,50,jam ke-9 .165 6 .200(*) .968 6 .881 1cm,50,jam ke-10 .191 6 .200(*) .942 6 .674 1cm,50,jam ke-11 .167 6 .200(*) .978 6 .940 1cm,50,jam ke-12 .175 6 .200(*) .978 6 .941 1cm,60,jam ke-0 .170 6 .200(*) .940 6 .658 1cm,60,jam ke-1 .166 6 .200(*) .957 6 .795 1cm,60,jam ke-2 .233 6 .200(*) .828 6 .103 1cm,60,jam ke-3 .241 6 .200(*) .940 6 .661 1cm,60,jam ke-4 .158 6 .200(*) .973 6 .914 1cm,60,jam ke-5 .235 6 .200(*) .885 6 .295 1cm,60,jam ke-6 .162 6 .200(*) .971 6 .902 1cm,60,jam ke-7 .253 6 .200(*) .877 6 .254 1cm,60,jam ke-8 .282 6 .147 .858 6 .181 1cm,60,jam ke-9 .241 6 .200(*) .900 6 .375 1cm,60,jam ke-10 .200 6 .200(*) .925 6 .545 1cm,60,jam ke-11 .182 6 .200(*) .970 6 .891 1cm,60,jam ke-12 .182 6 .200(*) .970 6 .891 2cm,40,jam ke-0 .159 6 .200(*) .958 6 .801 2cm,40,jam ke-1 .222 6 .200(*) .940 6 .661 2cm,40,jam ke-2 .239 6 .200(*) .963 6 .846 2cm,40,jam ke-3 .239 6 .200(*) .877 6 .256 2cm,40,jam ke-4 .253 6 .200(*) .856 6 .176 2cm,40,jam ke-5 .178 6 .200(*) .947 6 .719 2cm,40,jam ke-6 .187 6 .200(*) .973 6 .910 2cm,40,jam ke-7 .276 6 .172 .911 6 .443 2cm,40,jam ke-8 .187 6 .200(*) .933 6 .606 2cm,40,jam ke-9 .184 6 .200(*) .971 6 .898 2cm,40,jam ke-10 .200 6 .200(*) .917 6 .481 2cm,40,jam ke-11 .223 6 .200(*) .898 6 .364 2cm,40,jam ke-12 .169 6 .200(*) .973 6 .911 2cm,50,jam ke-0 .132 6 .200(*) .996 6 .999

2cm,50,jam ke-1 .273 6 .185 .937 6 .633 2cm,50,jam ke-2 .199 6 .200(*) .968 6 .880 2cm,50,jam ke-3 .242 6 .200(*) .940 6 .661 2cm,50,jam ke-4 .233 6 .200(*) .885 6 .291 2cm,50,jam ke-5 .255 6 .200(*) .875 6 .247 2cm,50,jam ke-6 .285 6 .140 .858 6 .183 2cm,50,jam ke-7 .199 6 .200(*) .925 6 .539 2cm,50,jam ke-8 .271 6 .190 .835 6 .118 2cm,50,jam ke-9 .171 6 .200(*) .939 6 .654 2cm,50,jam ke-10 .273 6 .185 .937 6 .633 2cm,50,jam ke-11 .160 6 .200(*) .983 6 .965 2cm,50,jam ke-12 .226 6 .200(*) .952 6 .758 2cm,60,jam ke-0 .247 6 .200(*) .935 6 .618 2cm,60,jam ke-1 .185 6 .200(*) .974 6 .919 2cm,60,jam ke-2 .220 6 .200(*) .935 6 .616 2cm,60,jam ke-3 .255 6 .200(*) .841 6 .134 2cm,60,jam ke-4 .174 6 .200(*) .959 6 .815 2cm,60,jam ke-5 .169 6 .200(*) .968 6 .879 2cm,60,jam ke-6 .176 6 .200(*) .978 6 .941 2cm,60,jam ke-7 .221 6 .200(*) .917 6 .487 2cm,60,jam ke-8 .252 6 .200(*) .869 6 .221 2cm,60,jam ke-9 .257 6 .200(*) .900 6 .373 2cm,60,jam ke-10 .188 6 .200(*) .916 6 .478 2cm,60,jam ke-11 .273 6 .185 .937 6 .633 2cm,60,jam ke-12 .193 6 .200(*) .899 6 .366 3cm,40,jam ke-0 .215 6 .200(*) .898 6 .362 3cm,40,jam ke-1 .183 6 .200(*) .961 6 .825 3cm,40,jam ke-2 .171 6 .200(*) .970 6 .895 3cm,40,jam ke-3 .215 6 .200(*) .911 6 .441 3cm,40,jam ke-4 .225 6 .200(*) .921 6 .515 3cm,40,jam ke-5 .225 6 .200(*) .921 6 .515 3cm,40,jam ke-6 .176 6 .200(*) .977 6 .934 3cm,40,jam ke-7 .175 6 .200(*) .975 6 .926 3cm,40,jam ke-8 .178 6 .200(*) .913 6 .455 3cm,40,jam ke-9 .173 6 .200(*) .954 6 .776 3cm,40,jam ke-10 .184 6 .200(*) .977 6 .938 3cm,40,jam ke-11 .225 6 .200(*) .917 6 .482 3cm,40,jam ke-12 .266 6 .200(*) .942 6 .672 3cm,50,jam ke-0 .279 6 .159 .921 6 .510 3cm,50,jam ke-1 .283 6 .143 .866 6 .211 3cm,50,jam ke-2 .288 6 .130 .908 6 .425 3cm,50,jam ke-3 .174 6 .200(*) .944 6 .689 3cm,50,jam ke-4 .195 6 .200(*) .951 6 .745 3cm,50,jam ke-5 .175 6 .200(*) .974 6 .916 3cm,50,jam ke-6 .196 6 .200(*) .900 6 .376

3cm,50,jam ke-7 .228 6 .200(*) .929 6 .569 3cm,50,jam ke-8 .226 6 .200(*) .921 6 .510 3cm,50,jam ke-9 .277 6 .166 .873 6 .238 3cm,50,jam ke-10 .212 6 .200(*) .880 6 .267 3cm,50,jam ke-11 .212 6 .200(*) .880 6 .267 3cm,50,jam ke-12 .212 6 .200(*) .880 6 .267 3cm,60,jam ke-0 .298 6 .103 .834 6 .115 3cm,60,jam ke-1 .183 6 .200(*) .956 6 .789 3cm,60,jam ke-2 .183 6 .200(*) .956 6 .789 3cm,60,jam ke-3 .183 6 .200(*) .956 6 .789 3cm,60,jam ke-4 .183 6 .200(*) .956 6 .789 3cm,60,jam ke-5 .183 6 .200(*) .956 6 .789 3cm,60,jam ke-6 .183 6 .200(*) .956 6 .789 3cm,60,jam ke-7 .183 6 .200(*) .956 6 .789 3cm,60,jam ke-8 .213 6 .200(*) .880 6 .270 3cm,60,jam ke-9 .192 6 .200(*) .899 6 .367 3cm,60,jam ke-10 .277 6 .167 .860 6 .188 3cm,60,jam ke-11 .249 6 .200(*) .910 6 .436 3cm,60,jam ke-12 .209 6 .200(*) .953 6 .767

* This is a lower bound of the true significance. a Lilliefors Significance Correction

Lampiran 5. SPSS Pengujian Kimia dan Fisik Manisan Jambu Biji • Kadar Air Descriptive Statistics Dependent Variable: air

jamke tebal konsgula Mean Std. Deviation N jam ke- 0 1cm 40% 82.3167 1.82772 6

50% 83.0767 2.05092 660% 82.6133 2.05080 6Total 82.6689 1.88685 18

2cm 40% 82.7367 2.57370 650% 82.6050 1.26133 660% 81.9400 2.03624 6Total 82.4272 1.94020 18

3cm 40% 82.5450 2.37340 650% 82.0600 2.17525 660% 81.8850 2.70331 6Total 82.1633 2.29790 18

Total 40% 82.5328 2.14912 1850% 82.5806 1.81093 1860% 82.1461 2.17301 18Total 82.4198 2.02151 54

jam ke- 1 1cm 40% 73.1217 2.88254 650% 74.6667 1.75472 660% 72.5333 2.10247 6Total 73.4406 2.34660 18

2cm 40% 77.4933 1.93270 650% 77.0450 1.38802 660% 72.2933 1.84564 6Total 75.6106 2.92032 18

3cm 40% 79.4600 1.72366 650% 78.5933 1.61658 660% 75.6367 1.95618 6Total 77.8967 2.36738 18

Total 40% 76.6917 3.44182 1850% 76.7683 2.23659 1860% 73.4878 2.42535 18Total 75.6493 3.11000 54

jam ke- 2 1cm 40% 69.3617 2.35072 650% 71.4317 2.69654 660% 67.5883 3.25669 6Total 69.4606 3.08142 18

2cm 40% 74.1667 1.68229 6

50% 73.1783 .96142 660% 69.2883 2.24158 6Total 72.2111 2.69760 18

3cm 40% 77.2717 2.31317 650% 74.8850 2.12170 660% 72.6900 1.69825 6Total 74.9489 2.72994 18

Total 40% 73.6000 3.90421 1850% 73.1650 2.41642 1860% 69.8556 3.19513 18Total 72.2069 3.58960 54

jam ke- 3 1cm 40% 68.1617 2.38783 650% 68.4167 2.12994 660% 64.8317 2.74707 6Total 67.1367 2.83815 18

2cm 40% 72.7883 1.50983 650% 70.3517 1.06882 660% 67.2367 2.68995 6Total 70.1256 2.93270 18

3cm 40% 76.4567 2.34383 650% 73.8633 2.22332 660% 71.3667 1.56423 6Total 73.8956 2.89168 18

Total 40% 72.4689 4.01990 1850% 70.8772 2.91644 1860% 67.8117 3.57475 18Total 70.3859 3.97699 54

jam ke- 4 1cm 40% 67.5867 2.34082 650% 66.6167 2.52928 660% 63.4883 2.59723 6Total 65.8972 2.95216 18

2cm 40% 71.8250 1.13213 650% 68.6233 1.05916 660% 65.6733 1.58067 6Total 68.7072 2.85021 18

3cm 40% 75.6567 1.76379 650% 73.2833 1.41388 660% 69.4883 1.33201 6Total 72.8094 2.97625 18

Total 40% 71.6894 3.79551 1850% 69.5078 3.32517 1860% 66.2167 3.12249 18Total 69.1380 4.05590 54

jam ke- 5 1cm 40% 66.9750 2.22841 6

50% 65.3900 2.40172 660% 62.8683 2.60414 6Total 65.0778 2.85996 18

2cm 40% 71.1483 2.63782 650% 67.3817 1.14328 660% 64.6750 1.82847 6Total 67.7350 3.29776 18

3cm 40% 74.8283 1.34843 650% 72.3400 1.87146 660% 68.5900 2.48706 6Total 71.9194 3.21643 18

Total 40% 70.9839 3.86522 1850% 68.3706 3.48608 1860% 65.3778 3.29178 18Total 68.2441 4.18459 54

jam ke- 6 1cm 40% 66.4000 2.42466 650% 64.5700 1.49367 660% 62.3450 2.33014 6Total 64.4383 2.62548 18

2cm 40% 70.2283 2.06039 650% 66.4883 1.20242 660% 64.4883 1.35853 6Total 67.0683 2.86514 18

3cm 40% 74.2867 2.27327 650% 71.6883 1.88435 660% 67.4867 3.06507 6Total 71.1539 3.69305 18

Total 40% 70.3050 3.93410 1850% 67.5822 3.42069 1860% 64.7733 3.10019 18Total 67.5535 4.12273 54

jam ke- 7 1cm 40% 66.1967 2.00565 650% 63.8100 2.21324 660% 62.0067 2.07206 6Total 64.0044 2.64665 18

2cm 40% 69.1317 1.91137 650% 66.0400 1.02174 660% 64.1683 2.60414 6Total 66.4467 2.79481 18

3cm 40% 73.7733 1.82183 650% 70.7150 2.22841 660% 66.6800 3.25337 6Total 70.3894 3.80593 18

Total 40% 69.7006 3.67908 18

50% 66.8550 3.46033 1860% 64.2850 3.19871 18Total 66.9469 4.05570 54

jam ke- 8 1cm 40% 65.9483 2.73505 650% 63.1167 1.16173 660% 61.8067 2.07206 6Total 63.6239 2.65012 18

2cm 40% 68.6467 2.52577 650% 65.6883 1.33422 660% 64.1450 2.33014 6Total 66.1600 2.77322 18

3cm 40% 73.1517 1.82069 650% 70.1400 2.42466 660% 66.3100 2.70525 6Total 69.8672 3.62716 18

Total 40% 69.2489 3.79475 1850% 66.3150 3.40034 1860% 64.0872 2.93134 18Total 66.5504 3.95427 54

jam ke- 9 1cm 40% 65.8283 3.10770 650% 62.7717 1.87854 660% 61.6917 2.28569 6Total 63.4306 2.94357 18

2cm 40% 68.3033 2.16871 650% 65.5167 1.30627 660% 63.9067 2.07206 6Total 65.9089 2.57696 18

3cm 40% 72.9233 .70412 650% 69.9367 2.00565 660% 65.9000 2.70833 6Total 69.5867 3.50085 18

Total 40% 69.0183 3.67746 1850% 66.0750 3.45651 1860% 63.8328 2.84340 18Total 66.3087 3.91884 54

jam ke- 10 1cm 40% 65.7633 1.82677 650% 62.5850 1.74318 660% 61.3850 2.40131 6Total 63.2444 2.68036 18

2cm 40% 68.0183 2.24714 650% 65.2817 1.21358 660% 63.7917 2.28569 6Total 65.6972 2.58824 18

3cm 40% 72.6950 1.46465 6

50% 69.6883 2.73505 660% 65.8067 3.24226 6Total 69.3967 3.78700 18

Total 40% 68.8256 3.45278 1850% 65.8517 3.55011 1860% 63.6611 3.12788 18Total 66.1128 3.94569 54

jam ke- 11 1cm 40% 65.6883 1.20242 650% 62.4667 1.75803 660% 61.3167 1.07649 6Total 63.1572 2.30221 18

2cm 40% 67.7533 2.01171 650% 65.1983 2.73505 660% 63.4850 2.40131 6Total 65.4789 2.88845 18

3cm 40% 72.3717 1.14426 650% 69.5683 3.10770 660% 65.7333 2.29492 6Total 69.2244 3.55160 18

Total 40% 68.6044 3.20414 1850% 65.7444 3.87397 1860% 63.5117 2.65115 18Total 65.9535 3.84549 54

jam ke- 12 1cm 40% 65.6667 2.68995 650% 62.4200 1.27978 660% 61.3067 2.07206 6Total 63.1311 2.73770 18

2cm 40% 67.7367 2.43806 650% 65.1800 3.25337 660% 63.4167 1.07649 6Total 65.4444 2.92105 18

3cm 40% 72.1550 2.41629 650% 69.5033 1.82677 660% 65.7150 2.63589 6Total 69.1244 3.48383 18

Total 40% 68.5194 3.65338 1850% 65.7011 3.68432 1860% 63.4794 2.66057 18Total 65.9000 3.90375 54

Total 1cm 40% 68.3858 5.01850 7850% 67.0260 6.20558 7860% 65.0601 6.34642 78Total 66.8240 6.01926 234

2cm 40% 71.5367 4.71403 78

50% 69.1214 5.44622 7860% 66.8083 5.42386 78Total 69.1555 5.53269 234

3cm 40% 75.1981 3.44624 7850% 72.7896 4.21566 7860% 69.4837 5.22966 78Total 72.4905 4.93424 234

Total 40% 71.7068 5.23202 23450% 69.6457 5.83951 23460% 67.1174 5.94927 234Total 69.4900 5.97702 702

Antar Jam Perendaman satu40 Duncan

jam N

Subset for alpha = .05

1 2 3 4 13.00 6 65.6667 12.00 6 65.6883 11.00 6 65.7633 10.00 6 65.8283 9.00 6 65.9483 8.00 6 66.1967 7.00 6 66.4000 66.4000 6.00 6 66.9750 66.9750 5.00 6 67.5867 67.5867 4.00 6 68.1617 68.1617 3.00 6 69.3617 2.00 6 73.1217 1.00 6 82.3167Sig. .130 .055 1.000 1.000

Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.000. satu50 Duncan

jam N


1 2 3 4 5 6 7 13.00 6 62.4200 12.00 6 62.4667 11.00 6 62.5850 10.00 6 62.7717 9.00 6 63.1167 63.1167 8.00 6 63.8100 63.8100

7.00 6 64.5700 64.5700 64.5700 6.00 6 65.3900 65.3900 5.00 6 66.6167 66.6167 4.00 6 68.4167 3.00 6 71.4317 2.00 6 74.6667 1.00 6 83.0767Sig. .109 .073 .095 .120 1.000 1.000 1.000

Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.000.

satu60 Duncan

jam N


1 2 3 4 5 13.00 6 61.3067 12.00 6 61.3167 11.00 6 61.3850 10.00 6 61.6917 9.00 6 61.8067 61.8067 8.00 6 62.0067 62.0067 7.00 6 62.3450 62.3450 6.00 6 62.8683 62.8683 5.00 6 63.4883 63.4883 4.00 6 64.8317 3.00 6 67.5883 2.00 6 72.5333 1.00 6 82.6133 Sig. .178 .051 1.000 1.000 1.000

Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.000. dua40 Duncan

jam N


1 2 3 4 5 6 13.00 6 67.7367 12.00 6 67.7533 11.00 6 68.0183 10.00 6 68.3033 9.00 6 68.6467 68.6467 8.00 6 69.1317 69.1317 7.00 6 70.2283 70.2283 70.2283

6.00 6 71.1483 71.1483 5.00 6 71.8250 71.8250 4.00 6 72.7883 72.7883 3.00 6 74.1667 2.00 6 77.4933 1.00 6 82.7367 Sig. .080 .063 .057 .073 1.000 1.000


jam N


1 2 3 4 5 6 7 13.00 6 65.1800 12.00 6 65.1983 11.00 6 65.2817 10.00 6 65.5167 65.5167 9.00 6 65.6883 65.6883 8.00 6 66.0400 66.0400 7.00 6 66.4883 66.4883 6.00 6 67.3817 67.3817 5.00 6 68.6233 68.6233 4.00 6 70.3517 3.00 6 73.1783 2.00 6 77.0450 1.00 6 82.6050Sig. .231 .076 .185 .067 1.000 1.000 1.000


jam N


1 2 3 4 5 13.00 6 63.4167 12.00 6 63.4850 11.00 6 63.7917 10.00 6 63.9067 9.00 6 64.1450 8.00 6 64.1683 7.00 6 64.4883 6.00 6 64.6750 5.00 6 65.6733 65.6733 4.00 6 67.2367 67.2367

3.00 6 69.2883 2.00 6 72.2933 1.00 6 81.9400 Sig. .117 .197 .092 1.000 1.000

Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.000. tiga40 Duncan

jam N


1 2 3 4 5 6 7 13.00 6 72.1550 12.00 6 72.3717 72.3717 11.00 6 72.6950 72.6950 10.00 6 72.9233 72.9233 9.00 6 73.1517 73.1517 8.00 6 73.7733 73.7733 73.7733 7.00 6 74.2867 74.2867 74.2867 74.2867 6.00 6 74.8283 74.8283 74.8283 5.00 6 75.6567 75.6567 75.6567 4.00 6 76.4567 76.4567 3.00 6 77.2717 2.00 6 79.4600 1.00 6 82.5450Sig. .094 .053 .118 .071 .165 1.000 1.000


jam N


1 2 3 4 5 6 13.00 6 69.5033 12.00 6 69.5683 11.00 6 69.6883 10.00 6 69.9367 9.00 6 70.1400 8.00 6 70.7150 70.7150 7.00 6 71.6883 71.6883 71.6883 6.00 6 72.3400 72.3400 72.3400 72.3400 5.00 6 73.2833 73.2833 73.2833 4.00 6 73.8633 73.8633 3.00 6 74.8850 2.00 6 78.5933 1.00 6 82.0600

Sig. .055 .064 .118 .067 1.000 1.000 Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.000. tiga60 Duncan

jam N


1 2 3 4 5 6 13.00 6 65.7150 12.00 6 65.7333 11.00 6 65.8067 10.00 6 65.9000 9.00 6 66.3100 66.3100 8.00 6 66.6800 66.6800 7.00 6 67.4867 67.4867 6.00 6 68.5900 68.5900 68.5900 5.00 6 69.4883 69.4883 4.00 6 71.3667 71.3667 3.00 6 72.6900 2.00 6 75.6367 1.00 6 81.8850 Sig. .094 .053 .074 .364 1.000 1.000

Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.000. Antar Konsentrasi dengan Ketebalan 1 cm

j0 Duncan

kons N

Subset for alpha =

.05

1 40% 6 82.3167 60% 6 82.6133 50% 6 83.0767 Sig. .538


j1 Duncan

kons N

Subset for alpha =

.05

1 60% 6 72.5333 40% 6 73.1217 50% 6 74.6667 Sig. .147


j2 Duncan

kons N


1 2 60% 6 67.5883 40% 6 69.3617 69.361750% 6 71.4317Sig. .289 .219


j3 Duncan

kons N


1 2 60% 6 64.8317 40% 6 68.161750% 6 68.4167Sig. 1.000 .858


j4 Duncan

kons N


1 2 60% 6 63.4883 50% 6 66.616740% 6 67.5867Sig. 1.000 .510


j5 Duncan

kons N


1 2 60% 6 62.8683 50% 6 65.3900 65.390040% 6 66.9750Sig. .091 .274


j6 Duncan

kons N


1 2 60% 6 62.3450 50% 6 64.5700 64.570040% 6 66.4000Sig. .090 .156

Means for groups in homogeneous subsets are displayed.

a Uses Harmonic Mean Sample Size = 6.000. j7 Duncan

kons N


1 2 60% 6 62.0067 50% 6 63.8100 63.810040% 6 66.1967Sig. .157 .068


j8

Duncan

kons N


1 2 60% 6 61.8067 50% 6 63.1167 40% 6 65.9483Sig. .295 1.000


j9 Duncan

kons N


1 2 60% 6 61.6917 50% 6 62.7717 40% 6 65.8283Sig. .462 1.000


j10 Duncan

kons N


1 2 60% 6 61.3850 50% 6 62.5850 40% 6 65.7633Sig. .318 1.000


j11 Duncan

kons N


1 2 60% 6 61.3167 50% 6 62.4667 40% 6 65.6883Sig. .169 1.000


j12 Duncan

kons N


1 2 60% 6 61.3067 50% 6 62.4200 40% 6 65.6667Sig. .372 1.000


Antar Konsentrasi dengan Ketebalan 2 cm j0 Duncan

kons N

Subset for alpha =

.05

1 60% 6 81.9400 50% 6 82.6050 40% 6 82.7367 Sig. .529



kons N


1 2 60% 6 72.2933 50% 6 77.045040% 6 77.4933Sig. 1.000 .662


j2

Duncan

kons N


1 2 60% 6 69.2883 50% 6 73.178340% 6 74.1667Sig. 1.000 .333


j3 Duncan

kons N


1 2 3 60% 6 67.2367 50% 6 70.3517 40% 6 72.7883Sig. 1.000 1.000 1.000


j4 Duncan

kons N


1 2 3 60% 6 65.6733 50% 6 68.6233 40% 6 71.8250Sig. 1.000 1.000 1.000


j5 Duncan

kons N


1 2 3 60% 6 64.6750 50% 6 67.3817 40% 6 71.1483Sig. 1.000 1.000 1.000


j6

Duncan

kons N


1 2 3 60% 6 64.4883 50% 6 66.4883 40% 6 70.2283Sig. 1.000 1.000 1.000


j7 Duncan

kons N


1 2 60% 6 64.1683 50% 6 66.0400 40% 6 69.1317Sig. .118 1.000


j8 Duncan

kons N


1 2 60% 6 64.1450 50% 6 65.6883 40% 6 68.6467Sig. .228 1.000


j9 Duncan

kons N


1 2 60% 6 63.9067 50% 6 65.5167 40% 6 68.3033Sig. .161 1.000


j10 Duncan

kons N


1 2 60% 6 63.7917 50% 6 65.2817 40% 6 68.0183Sig. .212 1.000


j11 Duncan

kons N


1 2 60% 6 63.4850 50% 6 65.1983 65.198340% 6 67.7533Sig. .235 .085


j12 Duncan

kons N


1 2 60% 6 63.4167 50% 6 65.1800 65.180040% 6 67.7367Sig. .228 .088


Antar Konsentrasi dengan Ketebalan 3 cm

j0 Duncan

kons N

Subset for alpha =

.05

1 60% 6 81.8850 50% 6 82.0600 40% 6 82.5450 Sig. .662

Means for groups in homogeneous subsets are displayed.


kons N


1 2 60% 6 75.6367 50% 6 78.593340% 6 79.4600Sig. 1.000 .410


j2 Duncan

kons N


1 2 60% 6 72.6900 50% 6 74.8850 74.885040% 6 77.2717Sig. .085 .063


j3 Duncan

kons N


1 2 60% 6 71.3667 50% 6 73.8633 40% 6 76.4567Sig. .054 1.000


j4 Duncan

kons N


1 2 3 60% 6 69.4883 50% 6 73.2833 40% 6 75.6567Sig. 1.000 1.000 1.000


j5 Duncan

kons N


1 2 3 60% 6 68.5900 50% 6 72.3400 40% 6 74.8283Sig. 1.000 1.000 1.000


j6

Duncan

kons N


1 2 60% 6 67.4867 50% 6 71.688340% 6 74.2867Sig. 1.000 .087


j7 Duncan

kons N


1 2 60% 6 66.6800 50% 6 70.715040% 6 73.7733Sig. 1.000 .052


j8 Duncan

kons N


1 2 3 60% 6 66.3100 50% 6 70.1400 40% 6 73.1517Sig. 1.000 1.000 1.000


j9 Duncan

kons N


1 2 3 60% 6 65.9000 50% 6 69.9367 40% 6 72.9233Sig. 1.000 1.000 1.000


j10 Duncan

kons N


1 2 60% 6 65.8067 50% 6 69.688340% 6 72.6950Sig. 1.000 .063


j11 Duncan

kons N


1 2 60% 6 65.7333 50% 6 69.568340% 6 72.3717Sig. 1.000 .054


j12 Duncan

kons N


1 2 60% 6 65.7150 50% 6 69.503340% 6 72.1550Sig. 1.000 .066


Antar Ketebalan dengan Konsentrasi 40%

j0 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 82.3162 3 cm 6 82.5450 2 cm 6 82.7367 Sig. .767


j1 Duncan

Tebal N


1 2 1 cm 6 73.1217 2 cm 6 77.49333 cm 6 79.4600Sig. 1.000 .149


j2 Duncan

Tebal N


1 2 3 1 cm 6 69.3617 2 cm 6 74.1667 3 cm 6 77.2717Sig. 1.000 1.000 1.000


j3 Duncan

Tebal N


1 2 3 1 cm 6 68.1617 2 cm 6 72.7883 3 cm 6 76.4558Sig. 1.000 1.000 1.000


j4 Duncan

Tebal N


1 2 3 1 cm 6 67.5867 2 cm 6 71.8250 3 cm 6 75.6567Sig. 1.000 1.000 1.000


j5 Duncan

Tebal N


1 2 3 1 cm 6 66.9750 2 cm 6 71.1483 3 cm 6 74.8283Sig. 1.000 1.000 1.000


j6 Duncan

Tebal N


1 2 3 1 cm 6 66.4000 2 cm 6 70.2290 3 cm 6 74.2860Sig. 1.000 1.000 1.000


j7 Duncan

Tebal N


1 2 3 1 cm 6 66.1967 2 cm 6 69.1317 3 cm 6 73.7737Sig. 1.000 1.000 1.000


j8 Duncan

Tebal N


1 2 1 cm 6 65.9483 2 cm 6 68.6458 3 cm 6 73.1508Sig. .070 1.000


j9 Duncan

Tebal N


1 2 1 cm 6 65.8283 2 cm 6 68.3025 3 cm 6 72.9224Sig. .073 1.000


j10 Duncan

Tebal N


1 2 1 cm 6 65.7633 2 cm 6 68.0194 3 cm 6 72.6957Sig. .055 1.000


j11 Duncan

Tebal N


1 2 3 1 cm 6 65.6883 2 cm 6 67.7528 3 cm 6 72.3715Sig. 1.000 1.000 1.000


j12 Duncan

Tebal N


1 2 1 cm 6 65.6667 2 cm 6 67.7372 3 cm 6 72.1550Sig. .175 1.000



j0 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 82.0598 2 cm 6 82.6050 1 cm 6 83.0767 Sig. .387


j1 Duncan

Tebal N


1 2 1 cm 6 74.6667 2 cm 6 77.04503 cm 6 78.5933Sig. 1.000 .113


2

Duncan

Tebal N


1 2 1 cm 6 71.4317 2 cm 6 73.1780 73.17803 cm 6 74.8850Sig. .162 .171


j3 Duncan

Tebal N


1 2 1 cm 6 68.4167 2 cm 6 70.3517 3 cm 6 73.8633Sig. .095 1.000


j4 Duncan

Tebal N


1 2 1 cm 6 66.6167 2 cm 6 68.6233 3 cm 6 73.2833Sig. .070 1.000


j5 Duncan

Tebal N


1 2 1 cm 6 65.3900 2 cm 6 67.3808 3 cm 6 72.3400Sig. .086 1.000


j6 Duncan

Tebal N


1 2 3 1 cm 6 64.5700 2 cm 6 66.4883 3 cm 6 71.6883Sig. 1.000 1.000 1.000


j7 Duncan

Tebal N


1 2 1 cm 6 63.8100 2 cm 6 66.0397 3 cm 6 70.7150Sig. .061 1.000


j8

Duncan

Tebal N


1 2 3 1 cm 6 63.1167 2 cm 6 65.6883 3 cm 6 70.1400Sig. 1.000 1.000 1.000


j9 Duncan

Tebal N


1 2 3 1 cm 6 62.7717 2 cm 6 65.5167 3 cm 6 69.9367Sig. 1.000 1.000 1.000


j10 Duncan

Tebal N


1 2 3 1 cm 6 62.5850 2 cm 6 65.2817 3 cm 6 69.6883Sig. 1.000 1.000 1.000


j11 Duncan

Tebal N


1 2 1 cm 6 62.4667 2 cm 6 65.1983 3 cm 6 69.5683Sig. .088 1.000


j12 Duncan

Tebal N


1 2 1 cm 6 62.4200 2 cm 6 65.1800 3 cm 6 69.5033Sig. .053 1.000



j0 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 81.8850 2 cm 6 81.9400 1 cm 6 82.6132 Sig. .609


j1 Duncan

Tebal N


1 2 2 cm 6 72.2925 1 cm 6 72.5333 3 cm 6 75.6367Sig. .835 1.000


j2 Duncan

Tebal N


1 2 1 cm 6 67.5883 2 cm 6 69.2883 3 cm 6 72.6895Sig. .254 1.000


j3 Duncan

Tebal N


1 2 1 cm 6 64.8317 2 cm 6 67.2367 3 cm 6 71.3667Sig. .103 1.000


j4 Duncan

Tebal N


1 2 1 cm 6 63.4883 2 cm 6 65.6737 3 cm 6 69.4883Sig. .067 1.000


j5 Duncan

Tebal N


1 2 1 cm 6 62.8683 2 cm 6 64.6750 3 cm 6 68.5900Sig. .200 1.000


j6

Duncan

Tebal N


1 2 1 cm 6 62.3450 2 cm 6 64.4883 3 cm 6 67.4867Sig. .136 1.000


j7 Duncan

Tebal N


1 2 1 cm 6 62.0067 2 cm 6 64.1683 64.16833 cm 6 66.6800Sig. .184 .126


j8 Duncan

Tebal N


1 2 1 cm 6 61.8067 2 cm 6 64.1450 64.14503 cm 6 66.3100Sig. .110 .136


j9 Duncan

Tebal N


1 2 1 cm 6 61.6917 2 cm 6 63.9067 63.90673 cm 6 65.9000Sig. .126 .166


j10 Duncan

Tebal N


1 2 1 cm 6 61.3850 2 cm 6 63.7917 63.79173 cm 6 65.8067Sig. .140 .212


j11 Duncan

Tebal N


1 2 1 cm 6 61.3167 2 cm 6 63.4850 63.48503 cm 6 65.7333Sig. .082 .073


j12 Duncan

Tebal N


1 2 1 cm 6 61.3067 2 cm 6 63.4167 63.41673 cm 6 65.7147Sig. .092 .069


• Kadar Sukrosa Descriptive Statistics Dependent Variable: sukrosa

jamke tebal konsgula Mean Std. Deviation N jam ke- 0 1cm 40% 10.0650 .66690 6

50% 9.9333 .27580 660% 9.9883 .36086 6Total 9.9956 .44110 18

2cm 40% 10.3533 .10690 650% 10.1250 1.83542 660% 10.2500 1.05071 6Total 10.2428 1.15243 18

3cm 40% 10.4767 .27653 650% 10.3950 .90706 660% 10.0783 .23541 6Total 10.3167 .55859 18

Total 40% 10.2983 .43378 1850% 10.1511 1.13716 1860% 10.1056 .62592 18Total 10.1850 .77955 54

jam ke- 1 1cm 40% 11.7683 .26095 650% 13.0733 .10690 660% 14.2983 1.28172 6Total 13.0467 1.27926 18

2cm 40% 13.3250 1.09989 650% 12.7917 1.29824 660% 12.6717 1.36586 6Total 12.9294 1.21885 18

3cm 40% 12.4500 1.66493 650% 12.1300 .80870 660% 12.9800 1.58651 6Total 12.5200 1.37041 18

Total 40% 12.5144 1.27317 1850% 12.6650 .92572 1860% 13.3167 1.51629 18Total 12.8320 1.28676 54

jam ke- 2 1cm 40% 13.3800 .40462 650% 15.2900 1.33189 660% 16.2533 2.05334 6Total 14.9744 1.82198 18

2cm 40% 15.2550 .30586 650% 15.5000 1.17983 660% 14.8800 1.43566 6Total 15.2117 1.05450 18

3cm 40% 13.8250 .62510 650% 13.4750 .98932 6

60% 14.7217 1.08665 6Total 14.0072 1.02075 18

Total 40% 14.1533 .93170 1850% 14.7550 1.44713 1860% 15.2850 1.64146 18Total 14.7311 1.42554 54

jam ke- 3 1cm 40% 14.4533 .34465 650% 17.0033 .91653 660% 17.8500 .99766 6Total 16.4356 1.66776 18

2cm 40% 16.6233 .28465 650% 16.9000 .76289 660% 15.9083 1.21756 6Total 16.4772 .90325 18

3cm 40% 14.6500 .77653 650% 15.0600 1.43771 660% 16.7217 1.22663 6Total 15.4772 1.44131 18

Total 40% 15.2422 1.11928 1850% 16.3211 1.36750 1860% 16.8267 1.35736 18Total 16.1300 1.42743 54

jam ke- 4 1cm 40% 15.4667 .58367 650% 18.1683 1.14645 660% 18.5467 .92465 6Total 17.3939 1.65222 18

2cm 40% 17.4217 .16916 650% 17.6250 1.20903 660% 16.8567 1.14580 6Total 17.3011 .96765 18

3cm 40% 15.4600 .62209 650% 16.0650 .83111 660% 17.5517 1.14868 6Total 16.3589 1.23404 18

Total 40% 16.1161 1.06057 1850% 17.2861 1.36425 1860% 17.6517 1.23895 18Total 17.0180 1.37374 54

jam ke- 5 1cm 40% 16.4500 .32508 650% 18.7867 1.30112 660% 19.2883 .71979 6Total 18.1750 1.51694 18

2cm 40% 18.1783 .14878 650% 18.2750 1.03815 660% 17.7667 1.21413 6Total 18.0733 .89916 18

3cm 40% 16.2250 .64634 6

50% 16.9350 1.30221 660% 18.1650 1.00213 6Total 17.1083 1.26375 18

Total 40% 16.9511 .98322 1850% 17.9989 1.39967 1860% 18.4067 1.14928 18Total 17.7856 1.32102 54

jam ke- 6 1cm 40% 17.1667 .25781 650% 19.5183 1.63044 660% 19.9083 1.38926 6Total 18.8644 1.70936 18

2cm 40% 18.7917 .18809 650% 18.9750 .96475 660% 18.5783 1.70662 6Total 18.7817 1.08102 18

3cm 40% 17.1300 .78613 650% 17.7200 1.12916 660% 18.6200 1.38342 6Total 17.8233 1.23170 18

Total 40% 17.6961 .92053 1850% 18.7378 1.42517 1860% 19.0356 1.54621 18Total 18.4898 1.42342 54

jam ke- 7 1cm 40% 17.9867 .64043 650% 20.1667 1.34390 660% 20.5600 1.16521 6Total 19.5711 1.55162 18

2cm 40% 19.2817 .14359 650% 19.6250 .75548 660% 19.4650 1.86046 6Total 19.4572 1.10127 18

3cm 40% 17.7500 .70356 650% 18.5200 .97519 660% 19.1700 1.42486 6Total 18.4800 1.17435 18

Total 40% 18.3394 .86728 1850% 19.4372 1.21488 1860% 19.7317 1.54696 18Total 19.1694 1.35939 54

jam ke- 8 1cm 40% 18.5683 .28463 650% 20.4817 1.82128 660% 21.1650 1.68645 6Total 20.0717 1.76488 18

2cm 40% 19.7383 .27103 650% 20.1033 1.55456 660% 20.0717 2.46059 6Total 19.9711 1.59436 18

3cm 40% 18.2750 .63463 650% 19.0233 .86736 660% 19.5167 .86505 6Total 18.9383 .91417 18

Total 40% 18.8606 .76615 1850% 19.8694 1.52050 1860% 20.2511 1.82588 18Total 19.6604 1.53291 54

jam ke- 9 1cm 40% 19.0300 1.27978 650% 20.5900 .57986 660% 21.4633 2.05895 6Total 20.3611 1.70297 18

2cm 40% 19.9683 .25031 650% 20.3900 .27893 660% 20.4883 2.03227 6Total 20.2822 1.14452 18

3cm 40% 18.8050 .64634 650% 19.2433 .86493 660% 19.8850 1.06622 6Total 19.3111 .94103 18

Total 40% 19.2678 .94434 1850% 20.0744 .84531 1860% 20.6122 1.80102 18Total 19.9848 1.36627 54

jam ke- 10 1cm 40% 19.4667 1.75803 650% 20.8617 1.25331 660% 21.5233 .77446 6Total 20.6172 1.52496 18

2cm 40% 20.0250 1.00287 650% 20.4083 .29404 660% 20.8683 2.24714 6Total 20.4339 1.39007 18

3cm 40% 19.0767 .29784 650% 19.5133 1.04078 660% 20.0767 1.45412 6Total 19.5556 1.06958 18

Total 40% 19.5228 1.17953 1850% 20.2611 1.06692 1860% 20.8228 1.62909 18Total 20.2022 1.39692 54

jam ke- 11 1cm 40% 19.6350 1.74318 650% 20.9617 1.54119 660% 21.5567 .86155 6Total 20.7178 1.57918 18

2cm 40% 20.0817 .31511 650% 20.4700 .20591 660% 21.0033 2.16871 6

Total 20.5183 1.25545 183cm 40% 19.2117 .31057 6

50% 19.6600 .79960 660% 20.2083 1.02338 6Total 19.6933 .83686 18

Total 40% 19.6428 1.04159 1850% 20.3639 1.09731 1860% 20.9228 1.49463 18Total 20.3098 1.31547 54

jam ke- 12 1cm 40% 19.7800 .29570 650% 20.9850 .88190 660% 21.5650 .96631 6Total 20.7767 1.05563 18

2cm 40% 20.1500 .78613 650% 20.5033 1.68572 660% 21.0900 .79373 6Total 20.5811 1.16704 18

3cm 40% 19.2617 .23995 650% 19.8850 1.28209 660% 20.2700 .94234 6Total 19.8056 .97177 18

Total 40% 19.7306 .60413 1850% 20.4578 1.32764 1860% 20.9750 1.01195 18Total 20.3878 1.12977 54

Total 1cm 40% 16.4013 3.17577 7850% 18.1400 3.52286 7860% 18.7667 3.56131 78Total 17.7693 3.55404 234

2cm 40% 17.6303 2.97221 7850% 17.8224 3.32736 7860% 17.6845 3.66725 78Total 17.7124 3.32102 234

3cm 40% 16.3536 2.81740 7850% 16.7404 3.16892 7860% 17.5358 3.23448 78Total 16.8766 3.10523 234

Total 40% 16.7950 3.03748 23450% 17.5676 3.38219 23460% 17.9956 3.52070 234Total 17.4528 3.35202 702

Antar Jam Perendaman satu40

Duncan

jam N Subset for alpha = .05

1 2 3 4 5 6 7 8 9 10 1.00 6 10.0650 2.00 6 11.7683 3.00 6 13.3800 4.00 6 14.4533 5.00 6 15.4667 6.00 6 16.4500 16.4500 7.00 6 17.1667 17.1667 8.00 6 17.9867 17.9867 9.00 6 18.5683 18.5683 10.00 6 19.0300 19.0300 19.030011.00 6 19.4667 19.466712.00 6 19.6350 19.635013.00 6 19.7800Sig. 1.000 1.000 1.000 1.000 .052 .155 .104 .050 .053 .175


satu50 Duncan

jam N


1 2 3 4 5 6 7 1.00 6 9.9333 2.00 6 13.0733 3.00 6 15.2900 4.00 6 17.0033 5.00 6 18.1683 18.1683 6.00 6 18.7867 18.7867 7.00 6 19.5183 19.5183 19.51838.00 6 20.1667 20.16679.00 6 20.481710.00 6 20.590011.00 6 20.861712.00 6 20.961713.00 6 20.9850Sig. 1.000 1.000 1.000 .096 .068 .062 .069


satu60 Duncan

jam N


1 2 3 4 5 6 7 1.00 6 9.9883 2.00 6 14.2983 3.00 6 16.2533 4.00 6 17.8500 5.00 6 18.5467 18.5467 6.00 6 19.2883 19.2883 19.2883 7.00 6 19.9083 19.9083 19.90838.00 6 20.5600 20.56009.00 6 21.165010.00 6 21.463311.00 6 21.523312.00 6 21.556713.00 6 21.5650Sig. 1.000 1.000 1.000 .068 .083 .106 .053


dua40 Duncan


1 2 3 4 5 6 7 8 9 1.00 6 10.3533 2.00 6 13.3250 3.00 6 15.2550 4.00 6 16.6233 5.00 6 17.4217 6.00 6 18.1783 7.00 6 18.7917 8.00 6 19.2817 19.2817 9.00 6 19.7383 19.738310.00 6 19.968311.00 6 20.025012.00 6 20.081713.00 6 20.1500Sig. 1.000 1.000 1.000 1.000 1.000 1.000 .100 .125 .219


dua50 Duncan


1 2 3 4 5 6 7 8 1.00 6 10.1250 2.00 6 12.7917 3.00 6 15.5000 4.00 6 16.9000 5.00 6 17.6250 17.6250 6.00 6 18.2750 18.2750 7.00 6 18.9750 18.9750 18.9750 8.00 6 19.6250 19.6250 19.62509.00 6 20.1033 20.103310.00 6 20.3900 20.390011.00 6 20.4083 20.408312.00 6 20.470013.00 6 20.5033Sig. 1.000 1.000 1.000 .270 .053 .053 .052 .246


dua60 Duncan


1 2 3 4 5 6 7 8 1.00 6 10.2500 2.00 6 12.6717 3.00 6 14.8800 4.00 6 15.9083 15.9083 5.00 6 16.8567 16.8567 16.8567 6.00 6 17.7667 17.7667 17.7667 7.00 6 18.5783 18.5783 18.5783 8.00 6 19.4650 19.4650 19.46509.00 6 20.0717 20.071710.00 6 20.4883 20.488311.00 6 20.868312.00 6 21.003313.00 6 21.0900Sig. 1.000 1.000 .056 .072 .096 .100 .074 .146


tiga40

Duncan


1 2 3 4 5 6 7 8 9 1.00 6 10.4767 2.00 6 12.4500 3.00 6 13.8250 4.00 6 14.6500 14.6500 5.00 6 15.4600 15.4600 6.00 6 16.2250 7.00 6 17.1300 8.00 6 17.7500 17.7500 9.00 6 18.2750 18.2750 10.00 6 18.8050 18.805011.00 6 19.0767 19.076712.00 6 19.211713.00 6 19.2617Sig. 1.000 1.000 .053 .057 .072 .143 .214 .074 .327


tiga50 Duncan


1 2 3 4 5 6 7 8 9 1.00 6 10.3950 2.00 6 12.1300 3.00 6 13.4750 4.00 6 15.0600 5.00 6 16.0650 16.0650 6.00 6 16.9350 16.9350 7.00 6 17.7200 17.7200 8.00 6 18.5200 18.5200 9.00 6 19.0233 19.023310.00 6 19.2433 19.243311.00 6 19.5133 19.513312.00 6 19.6600 19.660013.00 6 19.8850Sig. 1.000 1.000 1.000 .098 .151 .195 .186 .094 .208


tiga60 Duncan


1 2 3 4 5 6 7 8 1.00 6 10.0783 2.00 6 12.9800 3.00 6 14.7217 4.00 6 16.7217 5.00 6 17.5517 17.5517 6.00 6 18.1650 18.1650 7.00 6 18.6200 18.6200 18.6200 8.00 6 19.1700 19.1700 19.1700 9.00 6 19.5167 19.5167 19.5167 10.00 6 19.8850 19.8850 11.00 6 20.0767 20.0767 12.00 6 20.2083 13.00 6 20.2700 Sig. 1.000 1.000 1.000 .219 .136 .068 .055 .157


j0 Duncan

kons N

Subset for alpha =

.05

1 50% 6 9.9333 60% 6 9.9883 40% 6 10.0650 Sig. .650


j1 Duncan

kons N


1 2 3 40% 6 11.7683 50% 6 13.0733 60% 6 14.2983Sig. 1.000 1.000 1.000

Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.00

j2

Duncan

kons N


1 2 40% 6 13.3800 50% 6 15.290060% 6 16.2533Sig. 1.000 .262


j3 Duncan

kons N


1 2 40% 6 14.4533 50% 6 17.003360% 6 17.8500Sig. 1.000 .089


j4

Duncan

kons N


1 2 40% 6 15.4667 50% 6 18.168360% 6 18.5467Sig. 1.000 .485


j5 Duncan

kons N


1 2 40% 6 16.4500 50% 6 18.786760% 6 19.2883Sig. 1.000 .338


j6 Duncan

kons N


1 2 40% 6 17.1667 50% 6 19.518360% 6 19.9083Sig. 1.000 .596


j7 Duncan

kons N


1 2 40% 6 17.9867 50% 6 20.166760% 6 20.5600Sig. 1.000 .542


j8 Duncan

kons N


1 2 40% 6 18.5683 50% 6 20.481760% 6 21.1650Sig. 1.000 .425


j9 Duncan

kons N


1 2 40% 6 19.0300 50% 6 20.5900 20.590060% 6 21.4633Sig. .080 .310


j10

Duncan

kons N


1 2 40% 6 19.4667 50% 6 20.8617 20.861760% 6 21.5233Sig. .088 .400


j11 Duncan

kons N


1 2 40% 6 19.6350 50% 6 20.9617 20.961760% 6 21.5567Sig. .130 .483


j12 Duncan

kons N


1 2 40% 6 19.7800 50% 6 20.985060% 6 21.5650Sig. 1.000 .214


j0 Duncan

kons N

Subset for alpha =

.05

1 50% 6 10.1250 60% 6 10.2500 40% 6 10.3533 Sig. .764


j1 Duncan

kons N

Subset for alpha =

.05

1 60% 6 12.6717 50% 6 12.7917 40% 6 13.3250 Sig. .408


j2 Duncan

kons N

Subset for alpha =

.05

1 60% 6 14.8800 40% 6 15.2550 50% 6 15.5000 Sig. .364


j3 Duncan

kons N

Subset for alpha =

.05

1 60% 6 15.9083 40% 6 16.6233 50% 6 16.9000 Sig. .072


j4 Duncan

kons N

Subset for alpha =

.05

1 60% 6 16.8567 40% 6 17.4217 50% 6 17.6250 Sig. .211


j5 Duncan

kons N

Subset for alpha =

.05

1 60% 6 17.7667 40% 6 18.1783 50% 6 18.2750 Sig. .382


j6 Duncan

kons N

Subset for alpha =

.05

1 60% 6 18.5783 40% 6 18.7917 50% 6 18.9750 Sig. .576


j7 Duncan

kons N

Subset for alpha =

.05

1 40% 6 19.2817 60% 6 19.4650 50% 6 19.6250 Sig. .635


j8 Duncan

kons N

Subset for alpha =

.05

1 40% 6 19.7383 60% 6 20.0717 50% 6 20.1033 Sig. .728


j9 Duncan

kons N

Subset for alpha =

.05

1 40% 6 19.9683 50% 6 20.3900 60% 6 20.4883 Sig. .486


j10

Duncan

kons N

Subset for alpha =

.05

1 40% 6 20.0250 50% 6 20.4083 60% 6 20.8683 Sig. .349


j11 Duncan

kons N

Subset for alpha =

.05

1 40% 6 20.0817 50% 6 20.4700 60% 6 21.0033 Sig. .252


j12 Duncan

kons N

Subset for alpha =

.05

1 40% 6 20.1500 50% 6 20.5033 60% 6 21.0900 Sig. .205


j0 Duncan

kons N

Subset for alpha =

.05

1 60% 6 10.0783 50% 6 10.3950 40% 6 10.4767 Sig. .264


j1 Duncan

kons N

Subset for alpha =

.05

1 50% 6 12.1300 40% 6 12.4500 60% 6 12.9800 Sig. .337


j2

Duncan

kons N


1 2 50% 6 13.4750 40% 6 13.8250 13.825060% 6 14.7217Sig. .521 .113


j3 Duncan

kons N


1 2 40% 6 14.6500 50% 6 15.0600 60% 6 16.7217Sig. .556 1.000


j4 Duncan

kons N


1 2 40% 6 15.4600 50% 6 16.0650 60% 6 17.5517Sig. .259 1.000


j5 Duncan

kons N


1 2 40% 6 16.2250 50% 6 16.9350 16.935060% 6 18.1650Sig. .246 .054


j6 Duncan

kons N


1 2 40% 6 17.1300 50% 6 17.7200 17.720060% 6 18.6200Sig. .379 .187


j7 Duncan

kons N


1 2 40% 6 17.7500 50% 6 18.5200 18.520060% 6 19.1700Sig. .234 .312


j8

Duncan

kons N


1 2 40% 6 18.2750 50% 6 19.0233 19.023360% 6 19.5167Sig. .125 .300


j9

Duncan

kons N

Subset for alpha =

.05

1 40% 6 18.8050 50% 6 19.2433 60% 6 19.8850 Sig. .060


j10 Duncan

kons N

Subset for alpha =

.05

1 40% 6 19.0767 50% 6 19.5133 60% 6 20.0767 Sig. .136


j11 Duncan

kons N


1 2 40% 6 19.2117 50% 6 19.6600 19.660060% 6 20.2083Sig. .330 .237


j12 Duncan

kons N

Subset for alpha =

.05

1 40% 6 19.2617 50% 6 19.8850 60% 6 20.2700 Sig. .094



j0 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 10.0650 2 cm 6 10.3546 3 cm 6 10.4777 Sig. .128


j1 Duncan

Tebal N


1 2 1 cm 6 11.7667 3 cm 6 12.4500 12.45002 cm 6 13.3250Sig. .325 .212


j2

Duncan

Tebal N


1 2 1 cm 6 13.3785 3 cm 6 13.8250 2 cm 6 15.2546Sig. .117 1.000


j3 Duncan

Tebal N


1 2 1 cm 6 14.4540 3 cm 6 14.6500 2 cm 6 16.6224Sig. .521 1.000


j4 Duncan

Tebal N


1 2 3 cm 6 15.4600 1 cm 6 15.4649 2 cm 6 17.4215Sig. .987 1.000


j5 Duncan

Tebal N


1 2 3 cm 6 16.2250 1 cm 6 16.4485 2 cm 6 18.1775Sig. .379 1.000


j6 Duncan

Tebal N


1 2 3 cm 6 17.1300 1 cm 6 17.1658 2 cm 6 18.7923Sig. .901 1.000


j7 Duncan

Tebal N


1 2 3 cm 6 17.7500 1 cm 6 17.9849 2 cm 6 19.2796Sig. .475 1.000


j8

Duncan

Tebal N


1 2 3 cm 6 18.2750 1 cm 6 18.5665 2 cm 6 19.7378Sig. .260 1.000


j9 Duncan

Tebal N


1 2 3 cm 6 18.8050 1 cm 6 19.0300 19.03002 cm 6 19.9691Sig. .650 .072


j10 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 19.0783 1 cm 6 19.4667 2 cm 6 20.0250 Sig. .207


j11 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 19.2140 1 cm 6 19.6350 2 cm 6 20.0807 Sig. .190


j12 Duncan

Tebal N


1 2 3 cm 6 19.2602 1 cm 6 19.7792 19.77922 cm 6 20.1500Sig. .095 .222



j0 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 9.9313 2 cm 6 10.1250 3 cm 6 10.3950 Sig. .533


j1 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 12.1300 2 cm 6 12.7917 1 cm 6 13.0746 Sig. .099


j2

Duncan

Tebal N


1 2 3 cm 6 13.4750 1 cm 6 15.28972 cm 6 15.5000Sig. 1.000 .761


j3 Duncan

Tebal N


1 2 3 cm 6 15.0630 2 cm 6 16.90001 cm 6 17.0033Sig. 1.000 .870


j4 Duncan

Tebal N


1 2 3 cm 6 16.0650 2 cm 6 17.62501 cm 6 18.1683Sig. 1.000 .395


j5 Duncan

Tebal N


1 2 3 cm 6 16.9350 2 cm 6 18.2750 18.27501 cm 6 18.7873Sig. .076 .478


j6 Duncan

Tebal N


1 2 3 cm 6 17.7200 2 cm 6 18.9750 18.97501 cm 6 19.5183Sig. .108 .471


j7 Duncan

Tebal N


1 2 3 cm 6 18.5200 2 cm 6 19.6250 19.62501 cm 6 20.1667Sig. .089 .387


j8 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 19.0218 2 cm 6 20.1033 1 cm 6 20.4817 Sig. .123


j9

Duncan

Tebal N


1 2 3 cm 6 19.2432 2 cm 6 20.38871 cm 6 20.5900Sig. 1.000 .584


j10 Duncan

Tebal N


1 2 3 cm 6 19.5118 2 cm 6 20.4095 20.40951 cm 6 20.8617Sig. .125 .426


j11 Duncan

Tebal N


1 2 3 cm 6 19.6574 2 cm 6 20.4673 20.46731 cm 6 20.9617Sig. .185 .409


j12 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 19.8850 2 cm 6 20.5033 1 cm 6 20.9850 Sig. .192



j0 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 9.9877 3 cm 6 10.0765 2 cm 6 10.2500 Sig. .522


j1 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 12.6708 3 cm 6 12.9800 1 cm 6 14.2980 Sig. .078


j2

Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 14.7213 2 cm 6 14.8790 1 cm 6 16.2532 Sig. .131


j3 Duncan

Tebal N


1 2 2 cm 6 15.9095 3 cm 6 16.7217 16.72171 cm 6 17.8500Sig. .241 .110


j4 Duncan

Tebal N


1 2 2 cm 6 16.8569 3 cm 6 17.5523 17.55231 cm 6 18.5467Sig. .281 .131


j5 Duncan

Tebal N


1 2 2 cm 6 17.7665 3 cm 6 18.1650 18.16501 cm 6 19.2883Sig. .500 .070


j6 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 18.5773 3 cm 6 18.6200 1 cm 6 19.9083 Sig. .165


j7 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 19.1700 2 cm 6 19.4651 1 cm 6 20.5600 Sig. .151


j8

Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 19.5167 2 cm 6 20.0708 1 cm 6 21.1650 Sig. .151


j9 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 19.8850 2 cm 6 20.4876 1 cm 6 21.4633 Sig. .165


j10 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 20.0767 2 cm 6 20.8694 1 cm 6 21.5228 Sig. .160


j11 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 20.2083 2 cm 6 21.0025 1 cm 6 21.5567 Sig. .152


j12

Duncan

Tebal N


1 2 3 cm 6 20.2700 2 cm 6 21.0900 21.09001 cm 6 21.5650Sig. .137 .377


• Kadar Vitamin C Descriptive Statistics Dependent Variable: vitc

jamke tebal konsgula Mean Std. Deviation N jam ke- 0 1cm 40% 35.9633 2.03222 6

50% 35.0417 1.73103 660% 35.0117 1.62602 6Total 35.3389 1.75505 18

2cm 40% 35.9867 5.41599 650% 37.1533 3.56327 660% 36.3567 2.10804 6Total 36.4989 3.73090 18

3cm 40% 35.2517 1.38147 650% 35.4967 .74976 660% 35.4200 2.84116 6Total 35.3894 1.76406 18

Total 40% 35.7339 3.24446 1850% 35.8972 2.37758 1860% 35.5961 2.18963 18Total 35.7424 2.59671 54

jam ke- 1 1cm 40% 34.2133 2.09750 650% 34.1233 1.15984 660% 33.9417 1.93680 6Total 34.0928 1.67524 18

2cm 40% 35.3200 3.09994 650% 36.0400 1.14909 660% 35.2667 2.10804 6Total 35.5422 2.15717 18

3cm 40% 34.7633 1.37914 650% 34.0283 1.01306 660% 34.8500 2.42399 6Total 34.5472 1.65327 18

Total 40% 34.7656 2.21266 1850% 34.7306 1.41252 1860% 34.6861 2.11246 18Total 34.7274 1.90861 54

jam ke- 2 1cm 40% 33.5883 1.96429 650% 33.9883 1.88545 660% 32.8733 2.59254 6Total 33.4833 2.09344 18

2cm 40% 34.6533 1.89944 650% 34.9300 2.66187 660% 34.6300 1.75753 6Total 34.7378 2.01824 18

3cm 40% 32.5550 .96941 650% 33.0917 .78962 6

60% 32.2800 2.12548 6Total 32.6422 1.38159 18

Total 40% 33.5989 1.80262 1850% 34.0033 1.97723 1860% 33.2611 2.29527 18Total 33.6211 2.01986 54

jam ke- 3 1cm 40% 33.1650 .97854 650% 32.2033 2.15068 660% 31.1850 2.59016 6Total 32.1844 2.07540 18

2cm 40% 33.3517 1.38147 650% 33.5683 1.55890 660% 34.0350 1.72709 6Total 33.6517 1.49648 18

3cm 40% 31.5350 .96941 650% 31.8233 1.63782 660% 30.7083 1.02654 6Total 31.3556 1.26954 18

Total 40% 32.6839 1.35066 1850% 32.5317 1.85972 1860% 31.9761 2.33340 18Total 32.3972 1.88021 54

jam ke- 4 1cm 40% 32.1500 1.16521 650% 30.7733 2.29849 660% 30.7317 1.38147 6Total 31.2183 1.72462 18

2cm 40% 32.2117 1.22663 650% 32.6250 2.04731 660% 32.9050 1.72709 6Total 32.5806 1.62435 18

3cm 40% 30.3500 1.69929 650% 30.1233 1.31377 660% 29.1367 1.72119 6Total 29.8700 1.58809 18

Total 40% 31.5706 1.57497 1850% 31.1739 2.11746 1860% 30.9244 2.19899 18Total 31.2230 1.96391 54

jam ke- 5 1cm 40% 30.3600 1.64470 650% 31.2317 1.38147 660% 29.4967 2.58887 6Total 30.3628 1.96453 18

2cm 40% 31.9200 1.48368 650% 30.9400 1.38125 660% 31.9550 1.72709 6Total 31.6050 1.52323 18

3cm 40% 28.6333 1.79315 6

50% 28.7467 2.32826 660% 28.5283 .34965 6Total 28.6361 1.60761 18

Total 40% 30.3044 2.07284 1850% 30.3061 2.00481 1860% 29.9933 2.25549 18Total 30.2013 2.07874 54

jam ke- 6 1cm 40% 28.3517 1.38147 650% 27.6517 2.16663 660% 28.5217 .54205 6Total 28.1750 1.47597 18

2cm 40% 29.1817 2.18302 650% 30.3200 1.94873 660% 30.3217 1.13646 6Total 29.9411 1.78991 18

3cm 40% 28.5117 1.11917 650% 27.6333 1.79315 660% 27.9183 1.91701 6Total 28.0211 1.59270 18

Total 40% 28.6817 1.57106 1850% 28.5350 2.26499 1860% 28.9206 1.62809 18Total 28.7124 1.82021 54

jam ke- 7 1cm 40% 27.5717 .33355 650% 25.2517 1.38147 660% 26.6850 2.59016 6Total 26.5028 1.88007 18

2cm 40% 27.1783 3.16131 650% 29.7600 2.66187 660% 27.7400 2.45217 6Total 28.2261 2.84486 18

3cm 40% 26.6733 2.41667 650% 26.5183 1.70624 660% 25.3417 1.38915 6Total 26.1778 1.87507 18

Total 40% 27.1411 2.19841 1850% 27.1767 2.70514 1860% 26.5889 2.30853 18Total 26.9689 2.38340 54

jam ke- 8 1cm 40% 25.1317 1.38147 650% 24.5283 2.03846 660% 24.6267 .89630 6Total 24.7622 1.44697 18

2cm 40% 26.7317 1.38147 650% 28.2933 1.42043 660% 26.9367 2.10804 6Total 27.3206 1.72341 18

3cm 40% 25.8867 1.47545 650% 25.6650 1.24619 660% 24.7600 1.34189 6Total 25.4372 1.37045 18

Total 40% 25.9167 1.48834 1850% 26.1622 2.21466 1860% 25.4411 1.80559 18Total 25.8400 1.84953 54

jam ke- 9 1cm 40% 25.0967 1.49678 650% 22.8267 1.00103 660% 23.8733 2.59254 6Total 23.9322 1.96002 18

2cm 40% 25.6783 1.91192 650% 28.2117 1.22663 660% 25.9667 1.49678 6Total 26.6189 1.87999 18

3cm 40% 25.0950 1.81796 650% 24.8100 1.38441 660% 23.6500 1.16521 6Total 24.5183 1.53252 18

Total 40% 25.2900 1.66912 1850% 25.2828 2.55668 1860% 24.4967 2.04644 18Total 25.0231 2.11537 54

jam ke- 10 1cm 40% 24.7767 1.83330 650% 21.7250 .75548 660% 22.2917 1.38147 6Total 22.9311 1.89145 18

2cm 40% 25.6533 1.55896 650% 26.2650 1.58325 660% 24.1900 1.84622 6Total 25.3694 1.80473 18

3cm 40% 24.7233 1.66593 650% 24.2933 1.25868 660% 22.7150 1.68645 6Total 23.9106 1.70531 18

Total 40% 25.0511 1.64685 1850% 24.0944 2.24263 1860% 23.0656 1.76106 18Total 24.0704 2.03658 54

jam ke- 11 1cm 40% 23.6650 .85591 650% 21.1850 2.59016 660% 21.9717 1.33856 6Total 22.2739 1.96199 18

2cm 40% 24.1250 .64634 650% 24.2650 1.04103 660% 22.8617 1.25117 6

Total 23.7506 1.15056 183cm 40% 24.3533 1.55987 6

50% 23.7750 2.27879 660% 21.6450 1.46320 6Total 23.2578 2.07574 18

Total 40% 24.0478 1.06806 1850% 23.0750 2.39849 1860% 22.1594 1.37731 18Total 23.0941 1.85075 54

jam ke- 12 1cm 40% 22.5550 .86915 650% 20.6267 .89630 660% 20.0750 .75548 6Total 21.0856 1.35025 18

2cm 40% 22.7317 1.38147 650% 22.5750 1.58958 660% 21.5367 .72459 6Total 22.2811 1.32538 18

3cm 40% 24.0283 1.01306 650% 23.5283 .34965 660% 21.0300 1.00552 6Total 22.8622 1.56734 18

Total 40% 23.1050 1.24185 1850% 22.2433 1.59983 1860% 20.8806 1.00425 18Total 22.0763 1.57911 54

Total 1cm 40% 28.9683 4.58692 7850% 27.7813 5.42550 7860% 27.7912 5.06323 78Total 28.1803 5.04627 234

2cm 40% 29.5941 4.90479 7850% 30.3805 4.67616 7860% 29.5924 5.12325 78Total 29.8557 4.89784 234

3cm 40% 28.6431 4.06786 7850% 28.4256 4.22533 7860% 27.5372 4.92236 78Total 28.2020 4.42782 234

Total 40% 29.0685 4.53080 23450% 28.8625 4.90721 23460% 28.3069 5.09843 234Total 28.7460 4.85497 702

Antar Jam Perendaman satu40 Duncan

jam N


1 2 3 4 5 6 7 13.00 6 22.5550 12.00 6 23.6650 23.6650 11.00 6 24.7767 10.00 6 25.0967 9.00 6 25.1317 8.00 6 27.5717 7.00 6 28.3517 6.00 6 30.3600 5.00 6 32.1500 4.00 6 33.1650 33.1650 3.00 6 33.5883 33.5883 2.00 6 34.2133 1.00 6 35.9633Sig. .198 .122 .364 1.000 .116 .252 1.000


satu50 Duncan


1 2 3 4 5 6 7 8 13.00 6 20.6267 12.00 6 21.1850 21.1850 11.00 6 21.7250 21.7250 10.00 6 22.8267 22.8267 9.00 6 24.5283 24.5283 8.00 6 25.2517 7.00 6 27.6517 5.00 6 30.7733 6.00 6 31.2317 4.00 6 32.2033 32.2033 3.00 6 33.9883 33.98832.00 6 34.1233 34.12331.00 6 35.0417Sig. .310 .128 .096 .475 1.000 .186 .075 .330


satu60 Duncan


1 2 3 4 5 6 7 8 9 13.00 6 20.0750 12.00 6 21.9717 21.9717 11.00 6 22.2917 22.2917 10.00 6 23.8733 23.8733 9.00 6 24.6267 24.6267 8.00 6 26.6850 26.6850 7.00 6 28.5217 28.5217 6.00 6 29.4967 29.4967 5.00 6 30.7317 30.7317 30.7317 4.00 6 31.1850 31.1850 3.00 6 32.8733 32.87332.00 6 33.94171.00 6 35.0117Sig. .060 .107 .496 .066 .100 .061 .153 .069 .070


jam N


1 2 3 4 5 6 13.00 6 22.7317 12.00 6 24.1250 24.1250 11.00 6 25.6533 25.6533 25.6533 10.00 6 25.6783 25.6783 25.6783 9.00 6 26.7317 26.7317 26.7317 8.00 6 27.1783 27.1783 7.00 6 29.1817 6.00 6 31.9200 5.00 6 32.2117 4.00 6 33.3517 33.3517 3.00 6 34.6533 34.6533 2.00 6 35.3200 1.00 6 35.9867 Sig. .052 .086 .318 .095 .072 .083


dua50 Duncan


1 2 3 4 5 6 7 8 13.00 6 22.5750 12.00 6 24.2717 24.2717 11.00 6 26.2650 26.2650 10.00 6 28.2117 28.2117 9.00 6 28.2933 28.2933 8.00 6 29.7600 29.7600 7.00 6 30.3200 30.3200 30.3200 6.00 6 30.9400 30.9400 5.00 6 32.6250 32.6250 4.00 6 33.5683 3.00 6 34.9300 34.93002.00 6 36.04001.00 6 37.1533Sig. .138 .082 .094 .093 .331 .057 .057 .066


dua60 Duncan


1 2 3 4 5 6 7 8 9 13.00 6 21.5367 12.00 6 22.8617 22.8617 11.00 6 24.1900 24.1900 10.00 6 25.9667 25.9667 9.00 6 26.9367 8.00 6 27.7400 7.00 6 30.3217 6.00 6 31.9550 31.9550 5.00 6 32.9050 32.9050 4.00 6 34.0350 34.0350 34.0350 3.00 6 34.6300 34.6300 34.63002.00 6 35.2667 35.26671.00 6 36.3567Sig. .198 .197 .086 .104 .113 .057 .114 .259 .114


tiga40 Duncan

jam N


1 2 3 4 5 6 13.00 6 24.0283 12.00 6 24.3533 11.00 6 24.7233 10.00 6 25.0950 25.0950 9.00 6 25.8867 25.8867 8.00 6 26.6733 7.00 6 28.5117 6.00 6 28.6333 5.00 6 30.3500 30.3500 4.00 6 31.5350 31.5350 3.00 6 32.5550 2.00 6 34.7633 1.00 6 35.2517 Sig. .064 .097 .053 .186 .254 .583


tiga50 Duncan


1 2 3 4 5 6 7 8 9 10 13.00 6 23.5283 12.00 6 23.7750 11.00 6 24.2933 24.2933 10.00 6 24.8100 24.8100 24.8100 9.00 6 25.6650 25.6650 8.00 6 26.5183 26.5183 7.00 6 27.6333 27.6333 6.00 6 28.7467 28.7467 5.00 6 30.1233 30.1233 4.00 6 31.8233 31.8233 3.00 6 33.0917 33.0917 2.00 6 34.0283 34.02831.00 6 35.4967Sig. .178 .135 .062 .197 .198 .112 .051 .143 .278 .091


tiga60 Duncan

jam N


1 2 3 4 5 6 7 8 13.00 6 21.0300 12.00 6 21.6450 21.6450 11.00 6 22.7150 22.7150 22.7150 10.00 6 23.6500 23.6500 23.6500 9.00 6 24.7600 24.7600 8.00 6 25.3417 7.00 6 27.9183 6.00 6 28.5283 5.00 6 29.1367 29.1367 4.00 6 30.7083 30.7083 3.00 6 32.2800 2.00 6 34.85001.00 6 35.4200Sig. .108 .056 .051 .107 .246 .113 .113 .562


j0 Duncan

kons N

Subset for alpha =

.05

1 60% 6 35.0117 50% 6 35.0417 40% 6 35.9633 Sig. .400


j1 Duncan

kons N

Subset for alpha =

.05

1 60% 6 33.9417 50% 6 34.1233 40% 6 34.2133 Sig. .806


j2

Duncan

kons N

Subset for alpha =

.05

1 60% 6 32.8733 40% 6 33.5883 50% 6 33.9883 Sig. .412


j3

Duncan

kons N

Subset for alpha =

.05

1 60% 6 31.1850 50% 6 32.2033 40% 6 33.1650 Sig. .128


j4 Duncan

kons N

Subset for alpha =

.05

1 60% 6 30.7317 50% 6 30.7733 40% 6 32.1500 Sig. .187


j5 Duncan

kons N

Subset for alpha =

.05

1 60% 6 29.4967 40% 6 30.3600 50% 6 31.2317 Sig. .162


j6 Duncan

kons N

Subset for alpha =

.05

1 50% 6 27.6517 40% 6 28.3517 60% 6 28.5217 Sig. .361


j7 Duncan

kons N


1 2 50% 6 25.2517 60% 6 26.6850 26.685040% 6 27.5717Sig. .166 .382


j8 Duncan

kons N

Subset for alpha =

.05

1 50% 6 24.5283 60% 6 24.6267 40% 6 25.1317 Sig. .523


j9

Duncan

kons N

Subset for alpha =

.05

1 50% 6 22.8267 60% 6 23.8733 40% 6 25.0967 Sig. .057


j10 Duncan

kons N


1 2 50% 6 21.7250 60% 6 22.2917 40% 6 24.7767Sig. .493 1.000


j11 Duncan

kons N


1 2 50% 6 21.1850 60% 6 21.9717 21.971740% 6 23.6650Sig. .449 .115


j12 Duncan

kons N


1 2 60% 6 20.0750 50% 6 20.6267 40% 6 22.5550Sig. .275 1.000



j0 Duncan

kons N

Subset for alpha =

.05

1 40% 6 35.9867 60% 6 36.3567 50% 6 37.1533 Sig. .634


j1 Duncan

kons N

Subset for alpha =

.05

1 60% 6 35.2667 40% 6 35.3200 50% 6 36.0400 Sig. .584


j2

Duncan

kons N

Subset for alpha =

.05

1 60% 6 34.6300 40% 6 34.6533 50% 6 34.9300 Sig. .822


j3 Duncan

kons N

Subset for alpha =

.05

1 40% 6 33.3517 50% 6 33.5683 60% 6 34.0350 Sig. .484


j4 Duncan

kons N

Subset for alpha =

.05

1 40% 6 32.2117 50% 6 32.6250 60% 6 32.9050 Sig. .514


j5 Duncan

kons N

Subset for alpha =

.05

1 50% 6 30.9400 40% 6 31.9200 60% 6 31.9550 Sig. .295


j6 Duncan

kons N

Subset for alpha =

.05

1 40% 6 29.1817 50% 6 30.3200 60% 6 30.3217 Sig. .318


j7 Duncan

kons N

Subset for alpha =

.05

1 40% 6 27.1783 60% 6 27.7400 50% 6 29.7600 Sig. .146


j8

Duncan

kons N

Subset for alpha =

.05

1 40% 6 26.7317 60% 6 26.9367 50% 6 28.2933 Sig. .145


j9 Duncan

kons N


1 2 40% 6 25.6783 60% 6 25.9667 50% 6 28.2117Sig. .755 1.000


j10 Duncan

kons N

Subset for alpha =

.05

1 60% 6 24.1900 40% 6 25.6533 50% 6 26.2650 Sig. .058


j11 Duncan

kons N


1 2 60% 6 22.8617 40% 6 24.125050% 6 24.2717Sig. 1.000 .793


j12

Duncan

kons N

Subset for alpha =

.05

1 60% 6 21.5367 50% 6 22.5750 40% 6 22.7317 Sig. .147



j0 Duncan

kons N

Subset for alpha =

.05

1 40% 6 35.2517 60% 6 35.4200 50% 6 35.4967 Sig. .833


j1 Duncan

kons N

Subset for alpha =

.05

1 50% 6 34.0283 40% 6 34.7633 60% 6 34.8500 Sig. .444


j2 Duncan

kons N

Subset for alpha =

.05

1 60% 6 32.2800 40% 6 32.5550 50% 6 33.0917 Sig. .364


j3 Duncan

kons N

Subset for alpha =

.05

1 60% 6 30.7083 40% 6 31.5350 50% 6 31.8233 Sig. .162


j4 Duncan

kons N

Subset for alpha =

.05

1 60% 6 29.1367 50% 6 30.1233 40% 6 30.3500 Sig. .229


j5 Duncan

kons N

Subset for alpha =

.05

1 60% 6 28.5283 40% 6 28.6333 50% 6 28.7467 Sig. .837


j6

Duncan

kons N

Subset for alpha =

.05

1 50% 6 27.6333 60% 6 27.9183 40% 6 28.5117 Sig. .395


j7 Duncan

kons N

Subset for alpha =

.05

1 60% 6 25.3417 50% 6 26.5183 40% 6 26.6733 Sig. .264


j8 Duncan

kons N

Subset for alpha =

.05

1 60% 6 24.7600 50% 6 25.6650 40% 6 25.8867 Sig. .192


j9 Duncan

kons N

Subset for alpha =

.05

1 60% 6 23.6500 50% 6 24.8100 40% 6 25.0950 Sig. .129


j10 Duncan

kons N


1 2 60% 6 22.7150 50% 6 24.2933 24.293340% 6 24.7233Sig. .098 .638


j11 Duncan

kons N


1 2 60% 6 21.6450 50% 6 23.7750 23.775040% 6 24.3533Sig. .059 .587


j12 Duncan

kons N


1 2 60% 6 21.0300 50% 6 23.528340% 6 24.0283Sig. 1.000 .324

Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.000. Antar Ketebalan dengan Konsentrasi 40%

j0 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 35.2517 1 cm 6 35.9641 2 cm 6 35.9867 Sig. .731


j1 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 34.2117 3 cm 6 34.7627 2 cm 6 35.3199 Sig. .442


j2 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 32.5560 1 cm 6 33.5879 2 cm 6 34.6531 Sig. .056


j3 Duncan

Tebal N


1 2 3 cm 6 31.5360 1 cm 6 33.16272 cm 6 33.3517Sig. 1.000 .775


j4

Duncan

Tebal N


1 2 3 cm 6 30.3493 1 cm 6 32.15002 cm 6 32.2117Sig. 1.000 .940


j5 Duncan

Tebal N


1 2 3 cm 6 28.6333 1 cm 6 30.3614 30.36142 cm 6 31.9172Sig. .089 .122


j6 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 28.3517 3 cm 6 28.5120 2 cm 6 29.1813 Sig. .416


j7 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 26.6747 2 cm 6 27.1781 1 cm 6 27.5689 Sig. .534


j8 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 25.1317 3 cm 6 25.8853 2 cm 6 26.7317 Sig. .081


j9 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 25.0948 3 cm 6 25.0960 2 cm 6 25.6797 Sig. .592


j10

Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 24.7240 1 cm 6 24.7765 2 cm 6 25.6516 Sig. .382


j11 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 23.6657 2 cm 6 24.1250 3 cm 6 24.3520 Sig. .319


j12 Duncan

Tebal N


1 2 1 cm 6 22.5550 2 cm 6 22.7317 22.73173 cm 6 24.0283Sig. .786 .061


j0 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 35.0393 3 cm 6 35.4950 2 cm 6 37.1500 Sig. .156


j1 Duncan

Tebal N


1 2 3 cm 6 34.0283 1 cm 6 34.1219 2 cm 6 36.0396Sig. .886 1.000


j2

Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 33.0892 1 cm 6 33.9881 2 cm 6 34.9293 Sig. .139


j3 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 31.8213 1 cm 6 32.2044 2 cm 6 33.5671 Sig. .131


j4 Duncan

Tebal N


1 2 3 cm 6 30.1240 1 cm 6 30.7719 30.77192 cm 6 32.6247Sig. .570 .118


j5 Duncan

Tebal N


1 2 3 cm 6 28.7467 2 cm 6 30.94031 cm 6 31.2317Sig. 1.000 .777


j6 Duncan

Tebal N


1 2 3 cm 6 27.6333 1 cm 6 27.6497 2 cm 6 30.3201Sig. .989 1.000


j7 Duncan

Tebal N


1 2 1 cm 6 25.2517 3 cm 6 26.5200 2 cm 6 29.7593Sig. .287 1.000


j8

Duncan

Tebal N


1 2 1 cm 6 24.5275 3 cm 6 25.6653 2 cm 6 28.2930Sig. .238 1.000


j9

Duncan

Tebal N


1 2 3 1 cm 6 22.8263 3 cm 6 24.8107 2 cm 6 28.2117Sig. 1.000 1.000 1.000


j10 Duncan

Tebal N


1 2 3 1 cm 6 21.7250 3 cm 6 24.2933 2 cm 6 26.2659Sig. 1.000 1.000 1.000


j11 Duncan

Tebal N


1 2 1 cm 6 21.1844 3 cm 6 23.77602 cm 6 24.2704Sig. 1.000 .682


j12 Duncan

Tebal N


1 2 1 cm 6 20.6261 2 cm 6 22.57503 cm 6 23.5293Sig. 1.000 .144



j0 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 35.0114 3 cm 6 35.4187 2 cm 6 36.3567 Sig. .341


j1 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 33.9417 3 cm 6 34.8493 2 cm 6 35.2667 Sig. .331


j2

Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 32.2800 1 cm 6 32.8719 2 cm 6 34.6301 Sig. .096


j3 Duncan

Tebal N


1 2 3 cm 6 30.7093 1 cm 6 31.1844 2 cm 6 34.0335Sig. .670 1.000


j4 Duncan

Tebal N


1 2 3 cm 6 29.1387 1 cm 6 30.7317 2 cm 6 32.9035Sig. .109 1.000


j5 Duncan

Tebal N


1 2 3 cm 6 28.5293 1 cm 6 29.4969 2 cm 6 31.9535Sig. .369 1.000


j6 Duncan

Tebal N


1 2 3 cm 6 27.9200 1 cm 6 28.5205 2 cm 6 30.3225Sig. .445 1.000


j7

Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 25.3413 1 cm 6 26.6844 2 cm 6 27.7415 Sig. .094


j8 Duncan

Tebal N


1 2 1 cm 6 24.6261 3 cm 6 24.7627 2 cm 6 26.9367Sig. .879 1.000


j9 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 23.6500 1 cm 6 23.8719 2 cm 6 25.9648 Sig. .057


j10 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 22.2917 3 cm 6 22.7150 2 cm 6 24.1881 Sig. .077


j11 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 21.6442 1 cm 6 21.9734 2 cm 6 22.8624 Sig. .160


j12 Duncan

Tebal N


1 2 1 cm 6 20.0750 3 cm 6 21.0270 21.02702 cm 6 21.5367Sig. .068 .309

Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.000. • Tekstur Descriptive Statistics Dependent Variable: tekstur

jamke tebal konsgula Mean Std. Deviation N jam ke- 0 1cm 40% 10.1417 .11232 6

50% 10.5133 .57458 6

60% 10.6650 1.80507 6Total 10.4400 1.05371 18

2cm 40% 10.2050 .06950 650% 10.2833 .77159 660% 10.5800 .19688 6Total 10.3561 .46427 18

3cm 40% 10.0667 .42912 650% 10.3217 .88977 660% 10.0967 .51574 6Total 10.1617 .61559 18

Total 40% 10.1378 .25035 1850% 10.3728 .71817 1860% 10.4472 1.05559 18Total 10.3193 .74878 54

jam ke- 1 1cm 40% 9.8783 .24376 650% 10.2067 .38448 660% 9.9383 1.03327 6Total 10.0078 .62972 18

2cm 40% 9.9450 .51197 650% 10.0850 .09813 660% 9.4583 .34661 6Total 9.8294 .43775 18

3cm 40% 9.9533 .30171 650% 10.2650 .75791 660% 9.6283 .69095 6Total 9.9489 .63850 18

Total 40% 9.9256 .35005 1850% 10.1856 .47033 1860% 9.6750 .72909 18Total 9.9287 .57012 54

jam ke- 2 1cm 40% 9.3150 .06221 650% 9.8400 .71724 660% 9.5533 .61422 6Total 9.5694 .55873 18

2cm 40% 9.4150 .41016 650% 9.7500 .37159 660% 8.9250 .57462 6Total 9.3633 .55563 18

3cm 40% 9.4850 .53212 650% 9.4650 .66353 660% 9.1283 .69095 6Total 9.3594 .61769 18

Total 40% 9.4050 .37289 1850% 9.6850 .59031 1860% 9.2022 .64889 18Total 9.4307 .57562 54

jam ke- 3 1cm 40% 8.9000 .05933 6

50% 9.3317 .62927 660% 9.2183 .63361 6Total 9.1500 .52051 18

2cm 40% 8.9850 .72467 650% 9.0167 .50587 660% 8.5133 .50182 6Total 8.8383 .59990 18

3cm 40% 8.9117 .34937 650% 8.9700 .32050 660% 8.6783 .69095 6Total 8.8533 .47259 18

Total 40% 8.9322 .43919 1850% 9.1061 .49926 1860% 8.8033 .65463 18Total 8.9472 .54310 54

jam ke- 4 1cm 40% 8.6400 .05933 650% 8.7933 .25398 660% 8.8783 .13556 6Total 8.7706 .18897 18

2cm 40% 8.7900 .30712 650% 8.5467 .39788 660% 8.1083 .61395 6Total 8.4817 .51904 18

3cm 40% 8.6450 .10173 650% 8.6217 .16437 660% 8.1483 .69095 6Total 8.4717 .45481 18

Total 40% 8.6917 .19221 1850% 8.6539 .29115 1860% 8.3783 .62396 18Total 8.5746 .42870 54

jam ke- 5 1cm 40% 8.3750 .06221 650% 8.4983 .10206 660% 8.3050 .49714 6Total 8.3928 .28923 18

2cm 40% 8.6367 .55902 650% 8.0783 .58174 660% 7.8433 .57809 6Total 8.1861 .63793 18

3cm 40% 8.4150 .10173 650% 8.4833 .53757 660% 7.8683 .69095 6Total 8.2556 .55557 18

Total 40% 8.4756 .33184 1850% 8.3533 .47715 1860% 8.0056 .59915 18Total 8.2781 .51370 54

jam ke- 6 1cm 40% 8.0850 .16670 650% 8.2583 .76674 660% 7.6950 .21352 6Total 8.0128 .50325 18

2cm 40% 8.2900 .53265 650% 7.8433 .51122 660% 7.5833 .54669 6Total 7.9056 .58171 18

3cm 40% 8.3383 .75322 650% 8.2933 .11021 660% 7.6183 .69095 6Total 8.0833 .65244 18

Total 40% 8.2378 .52082 1850% 8.1317 .54551 1860% 7.6322 .49399 18Total 8.0006 .57598 54

jam ke- 7 1cm 40% 7.5783 .16952 650% 7.6100 .33136 660% 7.3933 .72775 6Total 7.5272 .45408 18

2cm 40% 8.0233 .39052 650% 7.6100 .84174 660% 7.5150 .18196 6Total 7.7161 .56084 18

3cm 40% 8.0900 .45900 650% 8.1033 .59842 660% 7.3683 .69095 6Total 7.8539 .65769 18

Total 40% 7.8972 .41218 1850% 7.7744 .63504 1860% 7.4256 .55702 18Total 7.6991 .56924 54

jam ke- 8 1cm 40% 7.3200 .22280 650% 7.2417 .25183 660% 7.2267 .63698 6Total 7.2628 .39289 18

2cm 40% 7.7550 .43154 650% 7.5750 .73307 660% 7.4850 .07287 6Total 7.6050 .47721 18

3cm 40% 7.8433 .56680 650% 7.9217 .43402 660% 7.3117 .44830 6Total 7.6922 .53550 18

Total 40% 7.6394 .46826 1850% 7.5794 .56011 1860% 7.3411 .43846 18

Total 7.5200 .49954 54jam ke- 9 1cm 40% 7.0400 .22280 6

50% 7.2167 .72370 660% 6.5517 .52136 6Total 6.9361 .57649 18

2cm 40% 7.5933 .39384 650% 7.5383 1.02804 660% 7.4133 .35325 6Total 7.5150 .63180 18

3cm 40% 7.7283 .52075 650% 7.7400 .41967 660% 7.2600 .26989 6Total 7.5761 .45377 18

Total 40% 7.4539 .48362 1850% 7.4983 .75224 1860% 7.0750 .53592 18Total 7.3424 .62081 54

jam ke- 10 1cm 40% 6.8283 .13659 650% 6.6100 .33136 660% 6.3100 1.05281 6Total 6.5828 .64155 18

2cm 40% 7.4333 .71355 650% 7.4850 .09813 660% 6.9600 .24568 6Total 7.2928 .47899 18

3cm 40% 7.6117 .48594 650% 7.5733 .07737 660% 7.1600 .17866 6Total 7.4483 .35337 18

Total 40% 7.2911 .58624 1850% 7.2228 .48688 1860% 6.8100 .70182 18Total 7.1080 .62473 54

jam ke- 11 1cm 40% 6.7083 .16916 650% 6.2417 .25183 660% 6.2117 .21545 6Total 6.3872 .30898 18

2cm 40% 7.3200 .21128 650% 7.3850 .15808 660% 6.6850 .09813 6Total 7.1300 .35902 18

3cm 40% 7.5217 .28181 650% 7.4233 .07737 660% 6.9167 .33833 6Total 7.2872 .36495 18

Total 40% 7.1833 .41416 1850% 7.0167 .58822 18

60% 6.6044 .37589 18Total 6.9348 .52119 54

jam ke- 12 1cm 40% 6.4350 .20637 650% 6.1750 .68043 660% 6.0417 .21545 6Total 6.2172 .43657 18

2cm 40% 7.2017 .30603 650% 7.2150 .20117 660% 6.4950 .15268 6Total 6.9706 .40751 18

3cm 40% 7.3300 .17799 650% 7.2833 .07737 660% 6.7550 .23424 6Total 7.1228 .31498 18

Total 40% 6.9889 .46337 1850% 6.8911 .64973 1860% 6.4306 .35867 18Total 6.7702 .55311 54

Total 1cm 40% 8.0958 1.19810 7850% 8.1951 1.51126 7860% 7.9991 1.65586 78Total 8.0967 1.46345 234

2cm 40% 8.4303 1.05553 7850% 8.3394 1.17575 7860% 7.9665 1.17410 78Total 8.2454 1.14936 234

3cm 40% 8.4569 .96949 7850% 8.4973 1.06999 7860% 7.9953 1.15829 78Total 8.3165 1.08831 234

Total 40% 8.3276 1.08642 23450% 8.3439 1.26699 23460% 7.9870 1.34360 234Total 8.2195 1.24620 702

Antar Jam Perendaman

satu40 Duncan


1 2 3 4 5 6 7 8 9 10 11 12 13.00 6 6.4350 12.00 6 6.7083 11.00 6 6.8283 10.00 6 7.0400 9.00 6 7.3200 8.00 6 7.5783

7.00 6 8.0850 6.00 6 8.3750 5.00 6 8.6400 4.00 6 8.9000 3.00 6 9.3150 2.00 6 9.8783 1.00 6 10.1417Sig. 1.000 .198 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000

Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.000. satu50 Duncan

jam N


1 2 3 4 5 6 7 13.00 6 6.1750 12.00 6 6.2417 11.00 6 6.6100 10.00 6 7.2167 9.00 6 7.2417 8.00 6 7.6100 7.00 6 8.2583 6.00 6 8.4983 5.00 6 8.7933 8.7933 4.00 6 9.3317 9.3317 3.00 6 9.8400 9.8400 2.00 6 10.2067 10.20671.00 6 10.5133Sig. .169 .213 .090 .072 .089 .218 .302


satu60 Duncan


1 2 3 4 5 6 7 8 9 13.00 6 6.0417 12.00 6 6.2117 11.00 6 6.3100 6.3100 10.00 6 6.5517 6.5517 6.5517 9.00 6 7.2267 7.2267 7.2267 8.00 6 7.3933 7.3933 7.3933 7.00 6 7.6950 7.6950 6.00 6 8.3050 8.3050 5.00 6 8.8783 8.8783 4.00 6 9.2183 9.2183 9.2183 3.00 6 9.5533 9.5533

2.00 6 9.9383 9.93831.00 6 10.6650Sig. .307 .056 .080 .330 .058 .057 .160 .134 .110



1 2 3 4 5 6 7 8 13.00 6 7.2017 12.00 6 7.3200 11.00 6 7.4333 10.00 6 7.5933 7.5933 9.00 6 7.7550 7.7550 7.7550 8.00 6 8.0233 8.0233 7.00 6 8.2900 8.2900 6.00 6 8.6367 8.6367 5.00 6 8.7900 8.7900 4.00 6 8.9850 8.9850 3.00 6 9.4150 9.4150 2.00 6 9.9450 9.94501.00 6 10.2050Sig. .068 .134 .062 .081 .225 .113 .052 .335


jam N


1 2 3 4 5 13.00 6 7.2150 12.00 6 7.3850 7.3850 11.00 6 7.4850 7.4850 10.00 6 7.5383 7.5383 9.00 6 7.5750 7.5750 8.00 6 7.6100 7.6100 7.00 6 7.8433 7.8433 6.00 6 8.0783 8.0783 5.00 6 8.5467 8.5467 4.00 6 9.0167 3.00 6 9.75002.00 6 10.08501.00 6 10.2833Sig. .100 .069 .155 .154 .127

Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 6.000. dua60

Duncan

jam N


1 2 3 4 5 6 7 13.00 6 6.4950 12.00 6 6.6850 11.00 6 6.9600 10.00 6 7.4133 9.00 6 7.4850 8.00 6 7.5150 7.00 6 7.5833 6.00 6 7.8433 7.8433 5.00 6 8.1083 8.1083 4.00 6 8.5133 8.5133 3.00 6 8.9250 2.00 6 9.4583 1.00 6 10.5800Sig. .056 .095 .247 .079 .074 1.000 1.000



1 2 3 4 5 6 7 8 13.00 6 7.3300 12.00 6 7.5217 11.00 6 7.6117 7.6117 10.00 6 7.7283 7.7283 9.00 6 7.8433 7.8433 7.8433 8.00 6 8.0900 8.0900 8.0900 7.00 6 8.3383 8.3383 8.3383 6.00 6 8.4150 8.4150 8.4150 5.00 6 8.6450 8.6450 4.00 6 8.9117 3.00 6 9.4850 2.00 6 9.9533 9.95331.00 6 10.0667Sig. .069 .083 .064 .224 .251 .063 .065 .651


tiga50 Duncan


1 2 3 4 5 6 7 8 9 13.00 6 7.2833 12.00 6 7.4233 7.4233

11.00 6 7.5733 7.5733 7.5733 10.00 6 7.7400 7.7400 7.7400 7.7400 9.00 6 7.9217 7.9217 7.9217 7.9217 8.00 6 8.1033 8.1033 8.1033 8.1033 7.00 6 8.2933 8.2933 8.2933 6.00 6 8.4833 8.4833 8.4833 5.00 6 8.6217 8.6217 4.00 6 8.9700 8.9700 3.00 6 9.4650 2.00 6 10.26501.00 6 10.3217Sig. .137 .104 .084 .071 .067 .091 .100 .078 .838


tiga60 Duncan


1 2 3 4 5 6 7 8 13.00 6 6.7550 12.00 6 6.9167 6.9167 11.00 6 7.1600 7.1600 7.1600 10.00 6 7.2600 7.2600 7.2600 9.00 6 7.3117 7.3117 7.3117 8.00 6 7.3683 7.3683 7.3683 7.00 6 7.6183 7.6183 7.6183 6.00 6 7.8683 7.8683 5.00 6 8.1483 8.1483 4.00 6 8.6783 8.6783 3.00 6 9.1283 9.1283 2.00 6 9.6283 9.62831.00 6 10.0967Sig. .101 .060 .058 .127 .106 .169 .127 .153



j0 Duncan

kons N

Subset for alpha =

.05

1 40% 6 10.1417 50% 6 10.5133 60% 6 10.6650 Sig. .445


j1 Duncan

kons N

Subset for alpha =

.05

1 40% 6 9.8783 60% 6 9.9383 50% 6 10.2067 Sig. .421


j2 Duncan

kons N

Subset for alpha =

.05

1 40% 6 9.3150 60% 6 9.5533 50% 6 9.8400 Sig. .134


j3 Duncan

kons N

Subset for alpha =

.05

1 40% 6 8.9000 60% 6 9.2183 50% 6 9.3317 Sig. .190


j4 Duncan

kons N


1 2 40% 6 8.6400 50% 6 8.7933 8.793360% 6 8.8783Sig. .138 .399


j5 Duncan

kons N

Subset for alpha =

.05

1 60% 6 8.3050 40% 6 8.3750 50% 6 8.4983 Sig. .299


j6

Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.6950 40% 6 8.0850 50% 6 8.2583 Sig. .066


j7 Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.3933 40% 6 7.5783 50% 6 7.6100 Sig. .463


j8 Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.2267 50% 6 7.2417 40% 6 7.3200 Sig. .718


j9 Duncan

kons N

Subset for alpha =

.05

1 60% 6 6.5517 40% 6 7.0400 50% 6 7.2167 Sig. .056


j10 Duncan

kons N

Subset for alpha =

.05

1 60% 6 6.3100 50% 6 6.6100 40% 6 6.8283 Sig. .204


j11 Duncan

kons N


1 2 60% 6 6.2117 50% 6 6.2417 40% 6 6.7083Sig. .812 1.000


j12 Duncan

kons N

Subset for alpha =

.05

1 60% 6 6.0417 50% 6 6.1750 40% 6 6.4350 Sig. .152


j0 Duncan

kons N

Subset for alpha =

.05

1 40% 6 10.2050 50% 6 10.2833 60% 6 10.5800 Sig. .201


j1 Duncan

kons N


1 2 60% 6 9.4583 40% 6 9.945050% 6 10.0850Sig. 1.000 .512


j2 Duncan

kons N


1 2 60% 6 8.9250 40% 6 9.4150 9.415050% 6 9.7500Sig. .085 .227


j3 Duncan

kons N

Subset for alpha =

.05

1 60% 6 8.5133 40% 6 8.9850 50% 6 9.0167 Sig. .179


j4

Duncan

kons N


1 2 60% 6 8.1083 50% 6 8.5467 8.546740% 6 8.7900Sig. .118 .372


j5 Duncan

kons N


1 2 60% 6 7.8433 50% 6 8.0783 8.078340% 6 8.6367Sig. .488 .112


j6 Duncan

kons N


1 2 60% 6 7.5833 50% 6 7.8433 7.843340% 6 8.2900Sig. .409 .165


j7 Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.5150 50% 6 7.6100 40% 6 8.0233 Sig. .146


j8 Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.4850 50% 6 7.5750 40% 6 7.7550 Sig. .383


j9 Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.4133 50% 6 7.5383 40% 6 7.5933 Sig. .665


j10

Duncan

kons N

Subset for alpha =

.05

1 60% 6 6.9600 40% 6 7.4333 50% 6 7.4850 Sig. .067


j11 Duncan

kons N


1 2 60% 6 6.6850 40% 6 7.320050% 6 7.3850Sig. 1.000 .499


j12 Duncan

kons N


1 2 60% 6 6.4950 40% 6 7.201750% 6 7.2150Sig. 1.000 .921


j0 Duncan

kons N

Subset for alpha =

.05

1 40% 6 10.0667 60% 6 10.0967 50% 6 10.3217 Sig. .525


j1

Duncan

kons N

Subset for alpha =

.05

1 60% 6 9.6283 40% 6 9.9533 50% 6 10.2650 Sig. .110


j2

Duncan

kons N

Subset for alpha =

.05

1 60% 6 9.1283 50% 6 9.4650 40% 6 9.4850 Sig. .369


j3 Duncan

kons N

Subset for alpha =

.05

1 60% 6 8.6783 40% 6 8.9117 50% 6 8.9700 Sig. .338


j4 Duncan

kons N

Subset for alpha =

.05

1 60% 6 8.1483 50% 6 8.6217 40% 6 8.6450 Sig. .066


j5 Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.8683 40% 6 8.4150 50% 6 8.4833 Sig. .065


j6 Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.6183 50% 6 8.2933 40% 6 8.3383 Sig. .064


j7 Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.3683 40% 6 8.0900 50% 6 8.1033 Sig. .058


j8

Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.3117 40% 6 7.8433 50% 6 7.9217 Sig. .056


j9 Duncan

kons N

Subset for alpha =

.05

1 60% 6 7.2600 40% 6 7.7283 50% 6 7.7400 Sig. .077


j10 Duncan

kons N


1 2 60% 6 7.1600 50% 6 7.573340% 6 7.6117Sig. 1.000 .829


j11 Duncan

kons N


1 2 60% 6 6.9167 50% 6 7.423340% 6 7.5217Sig. 1.000 .519


j12 Duncan

kons N


1 2 60% 6 6.7550 50% 6 7.283340% 6 7.3300Sig. 1.000 .652



j0 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 10.0633 1 cm 6 10.1375 2 cm 6 10.2050 Sig. .385


j1 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 9.8733 2 cm 6 9.9442 3 cm 6 9.9538 Sig. .727


j2 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 9.3125 2 cm 6 9.4138 3 cm 6 9.4842 Sig. .480


j3 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 8.8975 3 cm 6 8.9100 2 cm 6 8.9833 Sig. .767


j4 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 8.6375 3 cm 6 8.6450 2 cm 6 8.7900 Sig. .207


j5 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 8.3725 3 cm 6 8.4150 2 cm 6 8.6354 Sig. .211


j6 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 8.0833 2 cm 6 8.2875 3 cm 6 8.3358 Sig. .456


j7 Duncan

Tebal N


1 2 1 cm 6 7.5758 2 cm 6 8.0204 8.02043 cm 6 8.0892Sig. .050 .747


j8 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 7.3167 2 cm 6 7.7533 3 cm 6 7.8425 Sig. .063


j9 Duncan

Tebal N


1 2 1 cm 6 7.0367 2 cm 6 7.59173 cm 6 7.7263Sig. 1.000 .567


j10 Duncan

Tebal N


1 2 1 cm 6 6.8250 2 cm 6 7.4300 7.43003 cm 6 7.6100Sig. .055 .546


j11 Duncan

Tebal N


1 2 1 cm 6 6.7042 2 cm 6 7.32003 cm 6 7.5217Sig. 1.000 .143


j12 Duncan

Tebal N


1 2 1 cm 6 6.4333 2 cm 6 7.19903 cm 6 7.3300Sig. 1.000 .352


j0 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 10.2808 3 cm 6 10.3183 1 cm 6 10.5131 Sig. .622


j1 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 10.0850 1 cm 6 10.2073 3 cm 6 10.2654 Sig. .558


j2 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 9.4625 2 cm 6 9.7475 1 cm 6 9.8415 Sig. .319


j3 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 8.9717 2 cm 6 9.0142 1 cm 6 9.3294 Sig. .259


j4

Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 8.5446 3 cm 6 8.6175 1 cm 6 8.7900 Sig. .182


j5 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 8.0750 3 cm 6 8.4808 1 cm 6 8.4942 Sig. .156


j6 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 7.8413 1 cm 6 8.2573 3 cm 6 8.2904 Sig. .188


j7 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 7.6075 1 cm 6 7.6088 3 cm 6 8.1000 Sig. .216


j8 Duncan

Tebal N


1 2 1 cm 6 7.2417 2 cm 6 7.5721 7.57213 cm 6 7.9192Sig. .282 .259


j9 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 7.2166 2 cm 6 7.5367 3 cm 6 7.7383 Sig. .280


j10

Duncan

Tebal N


1 2 1 cm 6 6.6088 2 cm 6 7.48503 cm 6 7.5708Sig. 1.000 .480


j11 Duncan

Tebal N


1 2 1 cm 6 6.2417 2 cm 6 7.38503 cm 6 7.4233Sig. 1.000 .713


j12 Duncan

Tebal N


1 2 1 cm 6 6.1758 2 cm 6 7.21503 cm 6 7.2808Sig. 1.000 .785


j0 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 10.0940 2 cm 6 10.5800 1 cm 6 10.6622 Sig. .406


j1 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 9.4576 3 cm 6 9.6258 1 cm 6 9.9400 Sig. .304


j2 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 8.9212 3 cm 6 9.1258 1 cm 6 9.5540 Sig. .118


j3 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 8.5135 3 cm 6 8.6758 1 cm 6 9.2177 Sig. .078


j4 Duncan

Tebal N


1 2 2 cm 6 8.1058 3 cm 6 8.1458 1 cm 6 8.8783Sig. .899 1.000


j5 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 7.8433 3 cm 6 7.8658 1 cm 6 8.3057 Sig. .219


j6 Duncan

Tebal N

Subset for alpha =

.05

1 2 cm 6 7.5807 3 cm 6 7.6158 1 cm 6 7.6917 Sig. .732


j7 Duncan

Tebal N

Subset for alpha =

.05

1 3 cm 6 7.3658 1 cm 6 7.3938 2 cm 6 7.5153 Sig. .683


j8 Duncan

Tebal N

Subset for alpha =

.05

1 1 cm 6 7.2266 3 cm 6 7.3130 2 cm 6 7.4850 Sig. .362


j9 Duncan

Tebal N


1 2 1 cm 6 6.5505 3 cm 6 7.26022 cm 6 7.4100Sig. 1.000 .521


j10 Duncan

Tebal N


1 2 1 cm 6 6.3094 2 cm 6 6.9600 6.96003 cm 6 7.1600Sig. .095 .592


j11 Duncan

Tebal N


1 2 1 cm 6 6.2117 2 cm 6 6.68503 cm 6 6.9150Sig. 1.000 .116


j12 Duncan

Tebal N


1 2 3 1 cm 6 6.0417 2 cm 6 6.4950 3 cm 6 6.7550Sig. 1.000 1.000 1.000


Lampiran 6. SPSS Uji Kimiawi Pengeringan Kadar Air Descriptive Statistics Dependent Variable: KA

tebal kons_gula Mean Std. Deviation N 1cm 40% 17,6050 1,26133 6

50% 16,3517 1,06882 660% 16,6233 1,05916 6Total 16,8600 1,20030 18

2cm 40% 18,0450 1,38802 650% 17,3983 ,96142 660% 17,1750 1,38802 6Total 17,5394 1,24469 18

3cm 40% 18,6233 1,05916 650% 18,3417 1,06882 660% 17,9383 ,96142 6Total 18,3011 1,01068 18

Total 40% 18,0911 1,24445 1850% 17,3639 1,28192 1860% 17,2456 1,21501 18Total 17,5669 1,28053 54

KA

Duncan

tebal N

Subset

1 2 1cm 18 16,8600 2cm 18 17,5394 17,53943cm 18 18,3011Sig. ,082 ,052

Means for groups in homogeneous subsets are displayed. Based on Type III Sum of Squares The error term is Mean Square(Error) = 1,313. a Uses Harmonic Mean Sample Size = 18,000. b Alpha = ,05.

KA Duncan

kons_gula N

Subset

1 2 60% 18 17,2456 50% 18 17,3639 17,363940% 18 18,0911Sig. ,758 ,063


Kadar Sukrosa Descriptive Statistics Dependent Variable: Sukrosa


50% 15,4483 ,28463 660% 15,7800 ,29570 6

Total 15,2950 1,09256 182cm 40% 14,5683 ,28463 6

50% 15,0300 1,27978 660% 15,2483 ,28463 6Total 14,9489 ,78387 18

3cm 40% 14,1250 1,74318 650% 14,4400 ,29570 660% 14,8800 ,29570 6Total 14,4817 1,02307 18

Total 40% 14,4500 1,37254 1850% 14,9728 ,84405 1860% 15,3028 ,46880 18Total 14,9085 1,01433 54

Sukrosa

Duncan

tebal N

Subset

1 2 3cm 18 14,4817 2cm 18 14,9489 14,94891cm 18 15,2950Sig. ,151 ,285

Means for groups in homogeneous subsets are displayed. Based on Type III Sum of Squares The error term is Mean Square(Error) = ,919. a Uses Harmonic Mean Sample Size = 18,000. b Alpha = ,05.

Sukrosa Duncan

kons_gula N

Subset

1 2 40% 18 14,4500 50% 18 14,9728 14,972860% 18 15,3028Sig. ,109 ,307


Kadar Vitamin C Descriptive Statistics Dependent Variable: VitC


50% 13,6933 2,15068 660% 13,2017 1,73103 6Total 13,6989 1,81646 18

2cm 40% 14,4683 1,88545 650% 14,1133 1,15984 660% 13,9883 1,88545 6Total 14,1900 1,59077 18

3cm 40% 15,0417 1,73103 650% 14,7217 1,38147 660% 14,0517 1,38147 6Total 14,6050 1,47787 18

Total 40% 14,5706 1,71413 1850% 14,1761 1,58306 18

60% 13,7472 1,62680 18Total 14,1646 1,64631 54

VitC Duncan

tebal N

Subset

1 1cm 18 13,6989 2cm 18 14,1900 3cm 18 14,6050 Sig. ,137


VitC

Duncan

kons_gula N

Subset

1 60% 18 13,7472 50% 18 14,1761 40% 18 14,5706 Sig. ,176


Tekstur Descriptive Statistics Dependent Variable: Kekerasan

tebal kons_gula Mean Std. Deviation N 1cm 40% 10,1750 ,15808 6

50% 9,5150 ,09813 660% 9,2250 ,20117 6Total 9,6383 ,43520 18

2cm 40% 10,6950 ,15808 650% 10,5583 1,02804 660% 9,7300 ,84174 6Total 10,3278 ,84797 18

3cm 40% 10,9750 ,09813 650% 10,7883 1,02804 660% 10,2150 ,20117 6Total 10,6594 ,66053 18

Total 40% 10,6150 ,36587 1850% 10,2872 ,97445 1860% 9,7233 ,63653 18Total 10,2085 ,78463 54

Tekstur Duncan

tebal N

Subset

1 2 1cm 18 9,6383 2cm 18 10,32783cm 18 10,6594Sig. 1,000 ,090


Tekstur Duncan

kons_gula N

Subset

1 2 60% 18 9,7233 50% 18 10,287240% 18 10,6150Sig. 1,000 ,094


Lampiran 7. SPSS Uji Analisa Sensoris Test Statistics(a,b) Warna Rasa Aroma Tekstur Overall Chi-Square 31,192 37,500 24,600 30,747 25,095df 8 8 8 8 8Asymp. Sig. ,000 ,000 ,002 ,000 ,001

a Kruskal Wallis Test b Grouping Variable: Perlakuan 1 cm, 40% vs 1 cm, 50% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1068,000 831,000 1051,000 1150,000 1074,500 Wilcoxon W 2343,000 2106,000 2326,000 2425,000 2349,500 Z -1,423 -3,286 -1,536 -,793 -1,391 Asymp. Sig. (2-tailed) ,155 ,001 ,125 ,428 ,164

a Grouping Variable: Perlakuan 1 cm, 40% vs 1 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 999,500 778,500 946,000 1081,500 1058,500 Wilcoxon W 2274,500 2053,500 2221,000 2356,500 2333,500 Z -1,972 -3,749 -2,377 -1,334 -1,528 Asymp. Sig. (2-tailed) ,049 ,000 ,017 ,182 ,126

a Grouping Variable: Perlakuan 1 cm, 40% vs 2 cm, 40% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1128,000 1077,000 1125,000 992,500 1143,000 Wilcoxon W 2403,000 2352,000 2400,000 2267,500 2418,000 Z -,939 -1,336 -,966 -1,996 -,832 Asymp. Sig. (2-tailed) ,348 ,182 ,334 ,046 ,406

a Grouping Variable: Perlakuan

1 cm, 40% vs 2 cm, 50% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1151,500 1069,000 1190,000 1134,500 1191,500 Wilcoxon W 2426,500 2344,000 2465,000 2409,500 2466,500 Z -,762 -1,402 -,461 -,892 -,460 Asymp. Sig. (2-tailed) ,446 ,161 ,645 ,372 ,645

a Grouping Variable: Perlakuan 1 cm, 40% vs 2 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1092,500 937,500 1072,000 1213,000 1117,000 Wilcoxon W 2367,500 2212,500 2347,000 2488,000 2392,000 Z -1,230 -2,448 -1,382 -,291 -1,054 Asymp. Sig. (2-tailed) ,219 ,014 ,167 ,771 ,292

a Grouping Variable: Perlakuan 1 cm, 40% vs 3 cm, 40% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1037,000 1174,000 1068,000 915,000 983,500 Wilcoxon W 2312,000 2449,000 2343,000 2190,000 2258,500 Z -1,623 -,584 -1,376 -2,552 -2,030 Asymp. Sig. (2-tailed) ,105 ,559 ,169 ,011 ,042

a Grouping Variable: Perlakuan 1 cm, 40% vs 3 cm, 50% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1015,500 1208,000 1120,000 1007,500 1075,500 Wilcoxon W 2290,500 2483,000 2395,000 2282,500 2350,500 Z -1,778 -,325 -,992 -1,875 -1,344 Asymp. Sig. (2-tailed) ,075 ,745 ,321 ,061 ,179


1 cm, 40% vs 3 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1201,500 1145,500 1220,500 1110,500 1242,500 Wilcoxon W 2476,500 2420,500 2495,500 2385,500 2517,500 Z -,376 -,810 -,226 -1,093 -,059 Asymp. Sig. (2-tailed) ,707 ,418 ,821 ,274 ,953

a Grouping Variable: Perlakuan 1 cm, 50% vs 1 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1181,500 1206,500 1150,500 1173,500 1231,000 Wilcoxon W 2456,500 2481,500 2425,500 2448,500 2506,000 Z -,548 -,357 -,788 -,616 -,154 Asymp. Sig. (2-tailed) ,584 ,721 ,431 ,538 ,878

a Grouping Variable: Perlakuan 1 cm, 50% vs 2 cm, 40% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 938,500 1011,000 1174,000 874,000 965,000 Wilcoxon W 2213,500 2286,000 2449,000 2149,000 2240,000 Z -2,426 -1,883 -,594 -2,955 -2,243 Asymp. Sig. (2-tailed) ,015 ,060 ,553 ,003 ,025

a Grouping Variable: Perlakuan 1 cm, 50% vs 2 cm, 50% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 957,000 1027,000 1109,500 1028,500 1136,500 Wilcoxon W 2232,000 2302,000 2384,500 2303,500 2411,500 Z -2,296 -1,768 -1,091 -1,735 -,906 Asymp. Sig. (2-tailed) ,022 ,077 ,275 ,083 ,365


1 cm, 50% vs 2 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1234,500 1156,500 1228,000 1186,000 1207,000 Wilcoxon W 2509,500 2431,500 2503,000 2461,000 2482,000 Z -,123 -,752 -,173 -,512 -,346 Asymp. Sig. (2-tailed) ,902 ,452 ,863 ,609 ,729





1 cm, 60% vs 2 cm, 40% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 865,000 964,000 1072,500 817,000 951,500 Wilcoxon W 2140,000 2239,000 2347,500 2092,000 2226,500 Z -3,019 -2,287 -1,407 -3,392 -2,365 Asymp. Sig. (2-tailed) ,003 ,022 ,160 ,001 ,018


a Grouping Variable: Perlakuan 1 cm, 60% vs 2 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1171,000 1114,000 1129,500 1114,500 1189,000 Wilcoxon W 2446,000 2389,000 2404,500 2389,500 2464,000 Z -,631 -1,113 -,962 -1,081 -,495 Asymp. Sig. (2-tailed) ,528 ,266 ,336 ,279 ,621





a Grouping Variable: Perlakuan 2 cm, 40% vs 2 cm, 50% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1224,000 1238,000 1185,500 1109,500 1086,500 Wilcoxon W 2499,000 2513,000 2460,500 2384,500 2361,500 Z -,201 -,093 -,501 -1,082 -1,278 Asymp. Sig. (2-tailed) ,841 ,926 ,616 ,279 ,201

a Grouping Variable: Perlakuan 2 cm, 40% vs 2 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 964,500 1109,000 1194,000 947,000 1008,000 Wilcoxon W 2239,500 2384,000 2469,000 2222,000 2283,000 Z -2,220 -1,110 -,441 -2,367 -1,905 Asymp. Sig. (2-tailed) ,026 ,267 ,660 ,018 ,057


2 cm, 40% vs 3 cm, 40% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1153,000 1007,000 945,000 1150,500 1090,000 Wilcoxon W 2428,000 2282,000 2220,000 2425,500 2365,000 Z -,740 -1,868 -2,325 -,759 -1,214 Asymp. Sig. (2-tailed) ,460 ,062 ,020 ,448 ,225

a Grouping Variable: Perlakuan 2 cm, 40% vs 3 cm, 50% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1128,000 1035,500 993,000 1243,500 1185,500 Wilcoxon W 2403,000 2310,500 2268,000 2518,500 2460,500 Z -,926 -1,659 -1,980 -,050 -,495 Asymp. Sig. (2-tailed) ,355 ,097 ,048 ,960 ,621

a Grouping Variable: Perlakuan 2 cm, 40% vs 3 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1075,500 1180,000 1093,000 1123,000 1132,000 Wilcoxon W 2350,500 2455,000 2368,000 2398,000 2407,000 Z -1,349 -,543 -1,215 -,991 -,918 Asymp. Sig. (2-tailed) ,177 ,587 ,224 ,322 ,359

a Grouping Variable: Perlakuan 2 cm, 50% vs 2 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 984,000 1127,000 1130,500 1094,000 1178,000 Wilcoxon W 2259,000 2402,000 2405,500 2369,000 2453,000 Z -2,081 -,974 -,934 -1,214 -,575 Asymp. Sig. (2-tailed) ,037 ,330 ,350 ,225 ,566


2 cm, 50% vs 3 cm, 40% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1126,000 998,500 1008,000 1023,500 930,000 Wilcoxon W 2401,000 2273,500 2283,000 2298,500 2205,000 Z -,949 -1,938 -1,837 -1,716 -2,447 Asymp. Sig. (2-tailed) ,342 ,053 ,066 ,086 ,014

a Grouping Variable: Perlakuan 2 cm, 50% vs 3 cm, 50% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1099,500 1028,000 1058,000 1121,500 1018,000 Wilcoxon W 2374,500 2303,000 2333,000 2396,500 2293,000 Z -1,147 -1,722 -1,472 -,985 -1,795 Asymp. Sig. (2-tailed) ,252 ,085 ,141 ,324 ,073

a Grouping Variable: Perlakuan 2 cm, 50% vs 3 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1098,000 1166,000 1158,500 1230,500 1197,500 Wilcoxon W 2373,000 2441,000 2433,500 2505,500 2472,500 Z -1,182 -,654 -,704 -,151 -,413 Asymp. Sig. (2-tailed) ,237 ,513 ,481 ,880 ,679




a Grouping Variable: Perlakuan 2 cm, 60% vs 3 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1141,500 1033,500 1037,500 1068,500 1121,000 Wilcoxon W 2416,500 2308,500 2312,500 2343,500 2396,000 Z -,853 -1,707 -1,652 -1,433 -1,023 Asymp. Sig. (2-tailed) ,394 ,088 ,098 ,152 ,306

a Grouping Variable: Perlakuan 3 cm, 40% vs 3 cm, 50% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 1224,500 1217,000 1193,500 1153,000 1149,000 Wilcoxon W 2499,500 2492,000 2468,500 2428,000 2424,000 Z -,192 -,254 -,428 -,736 -,763 Asymp. Sig. (2-tailed) ,848 ,799 ,669 ,462 ,445



3 cm, 50% vs 3 cm, 60% Test Statistics(a) Warna Rasa Aroma Tekstur Overall Mann-Whitney U 967,500 1101,000 1148,000 1135,000 1064,000 Wilcoxon W 2242,500 2376,000 2423,000 2410,000 2339,000 Z -2,149 -1,157 -,781 -,894 -1,435 Asymp. Sig. (2-tailed) ,032 ,247 ,435 ,372 ,151


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