Keterangan a. total plate count hari ke-0 (batch 1) b. total plate count hari ke-0 (batch 2) c. total plate count hari ke-32 (batch 1) d. total plate count hari ke-32 (batch 2)

(1)

Kurva Standar Amilosa

y = 0.0226x + 0.0034 R2_{= 0.9975}

0.02 0.03 0.04 0.05 0.06 0.07 0.08 0.09 0.1 0.11 0.12

1 2 3 4 5

m l

ab

so

rb

an

si

Kurva Standar Amilosa

y = 0.1261x - 0.0494 R2_{= 0.9984}

0 0.1 0.2 0.3 0.4 0.5 0.6 0.7

1 2 3 4 5

m l

ab

so

rb

an

si

7. LAMPIRAN

(2)

Lampiran 2.

Total Plate Count

Keterangan

a.

total plate count hari ke-0 (batch 1)

b.

c.

d.

a b

c d

ST

SM

SU

SB

ST

SM

SU SB

ST

SM

SU

SB

ST

SM

(3)

Lampiran 3. Standar Nasional Indonesia (SNI)

Tabel 1. SNI Saus Cabai

No

Satuan

Persyaratan

1 Keadaan

1.1 Bau

1.2 Rasa

-

Normal

Normal cabai

2

Jumlah Padatan

% (b/b)

20-40

3

Abu tidak larut dalam asam

%, b/b

Maksimal 1

4 Mikrooskopis

-

Cabai

positif

5

Bahan Tambahan Makanan

5.1 Pewarn

5.2 Pengawet

5.3 Pengental

Sesuai SNI 0222-M dan

peraturan Menes. No.

722/Men.Kes/Per/IX/88

6 Cemaran

logam

Timbal (Pb)

Tembaga (Cu)

Seng (Zn)

Timah (sn)

Raksa (Hg)

mg/kg

Maks 2,0

Maks 50

Maks 40

Maks 40,0/250,0 *

Maks 0,03

7

Cemaran arsen (As)

mg/kg

Maks 1,0

8 Cemaran

mikoroba

8.1 Angka lempeng total

8.2 Bakteri

Coliform

8.3

E. Coli

8.4

S. Aureus

8.5

Salmonella

koloni/gram

APM/g

koloni/25 g

Maks 1 x 10

5

Maks 1 x 10

2

Negatif

Maks 10

Negatif

Keterangan :

* untuk yang dikemas dalam kaleng

(Berdasarkan SNI 01-2976-1992).

Tabel 21. SNI Tapioka

No.

Persyaratan mutu

Mutu I

Mutu II

Mutu III

1

Kadar air (% maks)

15

2

Kadar abu (% maks)

0,60

3

Serat dan kotoran (% maks)

0,60

0,69

4

Derajat keaaman (1 N

NaOH/100 g)

<3 ml

5

Derajat HCN (% maks)

negatif

6

Derajat putih (BaSO4 = 100

94,5

92

(4)

Lampiran 4. Scoresheet

Nama

: Tanggal

:

Produk

: Saus Cabai

Atribut

: Aroma

Instruksi

Di hadapan anda terdapat 4 sampel saus cabai. Ciumlah aroma sampel tersebut secara

berurutan dari kiri ke kanan. Setelah mencium aroma sampel tersebut, anda boleh

mengulang sesering yang anda perlukan. Berilah penilaian terhadap aroma yang paling

disuka (4), suka (3), kurang suka (2), tidak disuka (1)

Kode Sampel

Ranking (tidak boleh dobel)

(5)

Nama

: Tanggal

:

Produk

: Saus Cabai

Atribut

: Warna

Instruksi

Di hadapan anda terdapat 4 sampel saus cabai. Amatilah warna sampel tersebut secara

berurutan dari kiri ke kanan. Setelah mengamati warna sampel tersebut, anda boleh

mengulang sesering yang anda perlukan. Berilah penilaian terhadap aroma yang paling

Kode Sampel

(6)

Nama

: Tanggal

:

Produk

: Saus cabai

Atribut

: kekentalan

Instruksi

Di hadapan anda terdapat 4 sampel saus cabai. Amati kekentalan sampel tersebut secara

berurutan dari kiri ke kanan dengan cara diaduk menggunakan sendok kecil yang telah

disiapkan. Anda boleh mengulang sesering yang anda perlukan. Berilah penilaian

terhadap aroma yang paling disuka (4), suka (3), kurang suka (2), tidak disuka (1)

Kode Sampel

(7)

Nama

: Tanggal

:

Produk

: Saus cabai

Atribut

: Rasa

Instruksi

Di hadapan anda terdapat 4 sampel saus cabai. Rasakan sampel tersebut secara

berurutan dari kiri ke kanan. Setiap pergantian sampel, bilaslah lidah anda

menggunakan air hangat terlebih dahulu. Setelah merasakan sampel tersebut, anda boleh

mengulang sesering yang anda perlukan. Berilah penilaian terhadap aroma yang paling

Kode Sampel

(8)

Nama

: Tanggal

:

Produk

: Saus cabai

Atribut

: Overall

Instruksi

Di hadapan anda terdapat 4 sampel saus cabai. Amati keseluruhan sampel tersebut

secara berurutan dari kiri ke kanan. Anda boleh mengulang sesering yang anda

perlukan. Berilah penilaian terhadap overall yang paling disuka (4), suka (3), kurang

suka (2), tidak disuka (1)

Kode Sampel

(9)

Lampiran 5. Hasil Uji Normalitas

Tabel 2. Normalitas Pengujian Amilosa Saus Cabai Selama Penyimpanan

Tests of Normality

.223

6

.200*

.908

6

.421

.254

6

.200*

.866

6

.212

.293

6

.117

.822

6

.091

.319

6

.056

.683

6

.004

.293

6

.116

.822

6

.092

.392

6

.004

.702

6

.006

.295

6

.113

.749

6

.019

.383

6

.006

.697

6

.006

.274

6

.179

.863

6

.201

.283

6

.144

.865

6

.206

.264

6

.200*

.896

6

.349

.186

6

.200*

.969

6

.889

.366

6

.012

.635

6

.001

.180

6

.200*

.920

6

.509

.261

6

.200*

.903

6

.392

.319

6

.057

.727

6

.012

.266

6

.200*

.807

6

.068

.271

6

.193

.836

6

.122

.316

6

.062

.774

6

.034

.292

6

.119

.821

6

.091

.365

6

.012

.760

6

.025

.189

6

.200*

.880

6

.267

.312

6

.070

.810

6

.072

.235

6

.200*

.884

6

.289

.391

6

.005

.700

6

.006

.331

6

.039

.812

6

.075

.319

6

.056

.683

6

.004

.229

6

.200*

.911

6

.444

.319

6

.056

.683

6

.004

.492

6

.000

.496

6

.000

.293

6

.118

.824

6

.095

.307

6

.081

.825

6

.097

.318

6

.058

.749

6

.020

.302

6

.093

.808

6

.070

.420

6

.001

.657

6

.002

.216

6

.200*

.877

6

.256

sampel

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

amilosa_0

amilosa_4

amilosa_8

amilosa_12

amilosa_16

amilosa_20

amilosa_24

amilosa_28

amilosa_32

Statistic

df

Sig.

Statistic

df

Sig.

Kolmogorov-Smirnov

a

Shapiro-Wilk

This is a lower bound of the true significance.

*.

(10)

Tabel 3. Normalitas Pengujian Warna (

Lightness

) Saus Cabai Selama Penyimpanan

Tests of Normality

.353

6

.018

.755

6

.022

.318

6

.058

.812

6

.076

.303

6

.090

.771

6

.032

.281

6

.152

.902

6

.384

.173

6

.200*

.981

6

.958

.326

6

.045

.847

6

.149

.281

6

.150

.880

6

.271

.185

6

.200*

.972

6

.906

.247

6

.200*

.897

6

.359

.204

6

.200*

.970

6

.894

.355

6

.018

.735

6

.014

.155

6

.200*

.965

6

.857

.223

6

.200*

.930

6

.581

.178

6

.200*

.931

6

.585

.200

6

.200*

.947

6

.714

.276

6

.170

.855

6

.173

.178

6

.200*

.956

6

.785

.170

6

.200*

.961

6

.824

.266

6

.200*

.909

6

.432

.222

6

.200*

.905

6

.405

.203

6

.200*

.937

6

.639

.282

6

.148

.817

6

.084

.271

6

.191

.792

6

.050

.215

6

.200*

.914

6

.465

.233

6

.200*

.932

6

.594

.187

6

.200*

.899

6

.371

.154

6

.200*

.975

6

.925

.229

6

.200*

.896

6

.353

.362

6

.014

.674

6

.003

.221

6

.200*

.904

6

.395

.156

6

.200*

.966

6

.866

.201

6

.200*

.911

6

.446

.257

6

.200*

.858

6

.181

.253

6

.200*

.872

6

.235

.304

6

.087

.751

6

.021

.309

6

.076

.773

6

.033

sampel

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

light_0

light_4

light_8

light_12

light_16

light_20

light_24

light_28

light_32

Statistic

df

Sig.

Statistic

df

Sig.

Kolmogorov-Smirnov

a

Shapiro-Wilk

*.

(11)

Redness

Tests of Normality

.389

6

.005

.785

6

.043

.289

6

.127

.782

6

.041

.389

6

.005

.715

6

.009

.205

6

.200*

.897

6

.357

.257

6

.200*

.947

6

.719

.246

6

.200*

.882

6

.280

.243

6

.200*

.884

6

.288

.209

6

.200*

.890

6

.321

.379

6

.007

.688

6

.005

.240

6

.200*

.858

6

.184

.203

6

.200*

.934

6

.611

.199

6

.200*

.955

6

.779

.317

6

.059

.886

6

.299

.224

6

.200*

.935

6

.618

.166

6

.200*

.960

6

.818

.166

6

.200*

.955

6

.782

.340

6

.029

.718

6

.009

.291

6

.123

.792

6

.049

.233

6

.200*

.877

6

.254

.297

6

.106

.821

6

.091

.194

6

.200*

.964

6

.854

.175

6

.200*

.922

6

.519

.263

6

.200*

.857

6

.178

.164

6

.200*

.946

6

.710

.196

6

.200*

.939

6

.649

.341

6

.028

.812

6

.076

.219

6

.200*

.904

6

.399

.164

6

.200*

.972

6

.905

.281

6

.150

.865

6

.207

.257

6

.200*

.904

6

.396

.189

6

.200*

.939

6

.652

.218

6

.200*

.963

6

.845

.229

6

.200*

.836

6

.120

.283

6

.145

.806

6

.066

.152

6

.200*

.969

6

.884

.205

6

.200*

.904

6

.400

sampel

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

A_0

A_4

A_8

A_12

A_16

A_20

A_24

A_28

A_32

Statistic

df

Sig.

Statistic

df

Sig.

Kolmogorov-Smirnov

a

Shapiro-Wilk

*.

(12)

Yellowness

Tests of Normality

.234

6

.200*

.908

6

.424

.292

6

.120

.845

6

.143

.278

6

.162

.862

6

.195

.288

6

.131

.866

6

.212

.263

6

.200*

.893

6

.335

.272

6

.186

.865

6

.206

.177

6

.200*

.925

6

.544

.254

6

.200*

.856

6

.175

.263

6

.200*

.867

6

.215

.279

6

.158

.834

6

.116

.222

6

.200*

.920

6

.506

.277

6

.165

.866

6

.209

.195

6

.200*

.946

6

.711

.306

6

.082

.782

6

.040

.232

6

.200*

.888

6

.309

.434

6

.001

.590

6

.000

.241

6

.200*

.847

6

.149

.200

6

.200*

.934

6

.610

.257

6

.200*

.861

6

.192

.218

6

.200*

.914

6

.462

.239

6

.200*

.869

6

.223

.265

6

.200*

.861

6

.194

.241

6

.200*

.819

6

.086

.180

6

.200*

.898

6

.361

.167

6

.200*

.954

6

.769

.154

6

.200*

.951

6

.748

.240

6

.200*

.821

6

.089

.372

6

.009

.619

6

.001

.207

6

.200*

.947

6

.713

.227

6

.200*

.942

6

.672

.211

6

.200*

.877

6

.257

.185

6

.200*

.971

6

.902

.220

6

.200*

.926

6

.549

.213

6

.200*

.927

6

.555

.250

6

.200*

.891

6

.326

.304

6

.087

.773

6

.033

sampel

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

B_0

B_4

B_8

B_12

B_16

B_20

B_24

B_28

B_32

Statistic

df

Sig.

Statistic

df

Sig.

Kolmogorov-Smirnov

a

Shapiro-Wilk

*.

(13)

Tests of Normality

.311

6

.073

.721

6

.010

.202

6

.200*

.853

6

.167

.333

6

.036

.814

6

.078

.263

6

.200*

.823

6

.093

.300

6

.098

.788

6

.046

.261

6

.200*

.818

6

.084

.230

6

.200*

.864

6

.203

.251

6

.200*

.936

6

.629

.242

6

.200*

.849

6

.154

.147

6

.200*

.968

6

.878

.302

6

.092

.732

6

.013

.111

6

.200*

.997

6

.999

.272

6

.189

.862

6

.197

.232

6

.200*

.916

6

.480

.314

6

.066

.782

6

.040

.189

6

.200*

.960

6

.823

.254

6

.200*

.922

6

.520

.158

6

.200*

.950

6

.744

.304

6

.087

.780

6

.039

.238

6

.200*

.922

6

.516

.219

6

.200*

.960

6

.822

.231

6

.200*

.899

6

.368

.224

6

.200*

.931

6

.588

.193

6

.200*

.923

6

.529

.299

6

.102

.789

6

.046

.216

6

.200*

.941

6

.671

.280

6

.155

.865

6

.207

.197

6

.200*

.976

6

.927

.184

6

.200*

.978

6

.943

.202

6

.200*

.968

6

.876

.286

6

.137

.797

6

.056

.216

6

.200*

.901

6

.379

.272

6

.186

.923

6

.527

.174

6

.200*

.968

6

.880

.224

6

.200*

.866

6

.212

.247

6

.200*

.869

6

.223

sampel

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

ST

SM

SU

SB

kdrair_0

kdrair_4

kdrair_8

kdrair_12

kdrair_16

kdrair_20

kdrair_24

kdrair_28

kdrair_32

Statistic

df

Sig.

Statistic

df

Sig.

Kolmogorov-Smirnov

a

Shapiro-Wilk

*.

Lilliefors Significance Correction

a.

(14)

Lampiran 6. Hasil Uji Deskripsi Statistik

Tabel 7. Deskripsi Statistik Amilosa Saus Cabai

Descriptives

6 2.56517 .001169 .000477 2.56394 2.56639 2.564 2.567

6 2.54683 .000753 .000307 2.54604 2.54762 2.546 2.548

6 2.68633 .000816 .000333 2.68548 2.68719 2.685 2.687

6 2.34450 .000548 .000224 2.34393 2.34507 2.344 2.345

24 2.53571 .125361 .025589 2.48277 2.58864 2.344 2.687

6 1.88217 .072342 .029534 1.80625 1.95808 1.823 2.000

6 1.86767 .074104 .030253 1.78990 1.94543 1.735 1.912

6 1.71683 .055683 .022732 1.65840 1.77527 1.646 1.761

6 1.59150 .095123 .038834 1.49168 1.69132 1.469 1.664

24 1.76454 .140575 .028695 1.70518 1.82390 1.469 2.000

6 1.78467 .055374 .022606 1.72656 1.84278 1.735 1.867

6 1.78050 .088740 .036228 1.68737 1.87363 1.646 1.867

6 1.61650 .119254 .048685 1.49135 1.74165 1.469 1.796

6 1.46333 .115728 .047246 1.34188 1.58478 1.292 1.611

24 1.66125 .163725 .033420 1.59212 1.73038 1.292 1.867

6 1.23467 .042861 .017498 1.18969 1.27965 1.150 1.257

6 1.66817 .065285 .026653 1.59965 1.73668 1.566 1.735

6 1.28183 .055683 .022732 1.22340 1.34027 1.221 1.381

6 1.45150 .077438 .031614 1.37023 1.53277 1.381 1.531

24 1.40904 .182876 .037329 1.33182 1.48626 1.150 1.735

6 1.07667 .028048 .011450 1.04723 1.10610 1.027 1.097

6 1.60633 .113796 .046457 1.48691 1.72575 1.487 1.735

6 1.26100 .034433 .014057 1.22487 1.29713 1.221 1.292

6 1.42183 .050133 .020467 1.36922 1.47445 1.381 1.504

24 1.34146 .209182 .042699 1.25313 1.42979 1.027 1.735

6 1.0767 .03910 .01596 1.0356 1.1177 1.03 1.12

6 1.5148 .04313 .01761 1.4696 1.5601 1.47 1.57

6 1.0707 .03320 .01355 1.0358 1.1055 1.03 1.10

6 1.3335 .11692 .04773 1.2108 1.4562 1.20 1.48

24 1.2489 .20072 .04097 1.1642 1.3337 1.03 1.57

6 1.04017 .022113 .009027 1.01696 1.06337 1.027 1.080

6 1.35850 .053091 .021674 1.30278 1.41422 1.292 1.416

6 1.11550 .096947 .039578 1.01376 1.21724 1.027 1.204

6 1.09883 .060882 .024855 1.03494 1.16272 1.035 1.204

24 1.15325 .137978 .028165 1.09499 1.21151 1.027 1.416

6 1.07100 .048200 .019677 1.02042 1.12158 1.027 1.115

6 1.31267 .050623 .020667 1.25954 1.36579 1.292 1.416

6 .97933 .050658 .020681 .92617 1.03250 .938 1.053

6 1.08400 .035816 .014622 1.04641 1.12159 1.035 1.115

24 1.11175 .132807 .027109 1.05567 1.16783 .938 1.416

6 1.0472 .07478 .03053 .9687 1.1256 .97 1.12

6 1.1580 .17923 .07317 .9699 1.3461 .94 1.34

6 .9293 .03944 .01610 .8879 .9707 .85 .96

6 1.0693 .03850 .01572 1.0289 1.1097 1.03 1.12

24 1.0510 .12569 .02566 .9979 1.1040 .85 1.34

ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total amilosa_0

amilosa_4

amilosa_8

amilosa_12

amilosa_16

amilosa_20

amilosa_24

amilosa_28

amilosa_32

N Mean Std. Deviation Std. Error Lower Bound Upper Bound 95% Confidence Interval for

Mean

(15)

Descriptives

6 36.95250 .068873 .028117 36.88022 37.02478 36.864 37.013 6 38.15267 .018833 .007688 38.13290 38.17243 38.120 38.168 6 38.94683 .026769 .010928 38.91874 38.97493 38.921 38.975 6 45.97183 .013243 .005406 45.95794 45.98573 45.954 45.989 24 40.00596 3.592627 .733342 38.48893 41.52299 36.864 45.989 6 36.45500 .521373 .212850 35.90785 37.00215 35.680 37.180 6 37.70000 .568929 .232264 37.10295 38.29705 37.050 38.760 6 37.79000 .792061 .323357 36.95878 38.62122 36.880 38.860 6 46.43500 1.186183 .484257 45.19018 47.67982 44.840 48.240 24 39.59500 4.139497 .844971 37.84704 41.34296 35.680 48.240 6 36.28000 .888572 .362758 35.34750 37.21250 35.400 37.850 6 37.48333 .232092 .094751 37.23977 37.72690 37.150 37.850 6 37.08500 1.035621 .422790 35.99818 38.17182 35.040 37.940 6 45.87667 .936924 .382498 44.89343 46.85991 44.470 46.980 24 39.18125 4.049192 .826538 37.47143 40.89107 35.040 46.980 6 35.91167 .424614 .173348 35.46606 36.35727 35.430 36.510 6 37.57217 .412737 .168499 37.13903 38.00531 37.150 38.200 6 36.58667 .254689 .103976 36.31939 36.85395 36.170 36.880 6 44.56833 .594589 .242740 43.94435 45.19232 43.780 45.130 24 38.65971 3.560094 .726701 37.15641 40.16300 35.430 45.130 6 35.71833 .452302 .184651 35.24367 36.19299 35.160 36.360 6 37.54167 .233360 .095269 37.29677 37.78656 37.210 37.840 6 36.46833 .575896 .235109 35.86397 37.07270 35.450 37.200 6 43.60000 1.343548 .548501 42.19003 45.00997 41.800 45.100 24 38.33208 3.257532 .664941 36.95655 39.70762 35.160 45.100 6 36.09500 .910577 .371741 35.13941 37.05059 35.080 37.520 6 37.97167 .619400 .252869 37.32165 38.62169 37.300 38.660 6 36.84833 .245391 .100180 36.59081 37.10586 36.380 37.040 6 44.34667 .549861 .224480 43.76962 44.92371 43.740 45.160 24 38.81542 3.383703 .690695 37.38660 40.24423 35.080 45.160 6 35.80500 .955045 .389895 34.80274 36.80726 34.530 37.000 6 38.32500 1.055855 .431051 37.21695 39.43305 37.320 40.100 6 37.03667 .747092 .304999 36.25264 37.82069 36.050 38.050 6 44.00000 .641810 .262018 43.32646 44.67354 42.900 44.630 24 38.79167 3.303841 .674394 37.39658 40.18676 34.530 44.630 6 35.60333 1.875651 .765731 33.63496 37.57171 34.370 39.360 6 37.89833 .713734 .291381 37.14932 38.64735 37.210 39.040 6 36.04667 1.567325 .639858 34.40186 37.69147 34.170 38.560 6 43.19333 .651849 .266116 42.50926 43.87741 42.560 44.290 24 38.18542 3.316381 .676953 36.78503 39.58580 34.170 44.290 6 34.8617 1.10404 .45072 33.7031 36.0203 33.37 35.88 6 37.3433 .62679 .25589 36.6856 38.0011 36.35 37.91 6 35.3867 1.37379 .56085 33.9450 36.8284 34.05 36.80 6 40.7383 2.92062 1.19234 37.6733 43.8033 37.59 43.50 24 37.0825 2.85590 .58296 35.8766 38.2884 33.37 43.50 ST

SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total light_0

light_4

light_8

light_12

light_16

light_20

light_24

light_28

light_32

Mean

Minimum Maximum

(16)

Descriptives

6 7.22717 1.179433 .481502 5.98943 8.46491 5.897 9.456 6 8.54367 1.755300 .716598 6.70159 10.38574 7.064 10.693 6 8.36883 .207763 .084819 8.15080 8.58687 8.231 8.695 6 12.37533 .592456 .241869 11.75359 12.99708 11.596 12.986 24 9.12875 2.234009 .456015 8.18541 10.07209 5.897 12.986 6 7.27167 1.102096 .449929 6.11509 8.42825 5.770 9.000 6 8.59000 1.496035 .610754 7.02001 10.15999 7.060 10.610 6 8.31667 .158325 .064636 8.15052 8.48282 8.040 8.470 6 12.13167 .470082 .191910 11.63835 12.62499 11.560 12.660 24 9.07750 2.073926 .423338 8.20176 9.95324 5.770 12.660 6 7.02167 .478390 .195302 6.51963 7.52371 6.400 7.370 6 8.64500 .724093 .295610 7.88511 9.40489 8.020 9.880 6 7.55667 .381139 .155599 7.15669 7.95665 7.010 7.980 6 12.37000 .523565 .213744 11.82055 12.91945 11.500 13.090 24 8.89833 2.191826 .447405 7.97281 9.82386 6.400 13.090 6 6.33000 .258380 .105483 6.05885 6.60115 5.950 6.630 6 7.35167 .151449 .061829 7.19273 7.51060 7.170 7.560 6 5.82167 .374775 .153001 5.42836 6.21497 5.370 6.390 6 12.57167 .462749 .188917 12.08604 13.05729 11.830 13.100 24 8.01875 2.761065 .563600 6.85285 9.18465 5.370 13.100 6 6.86667 1.000013 .408254 5.81722 7.91612 6.210 8.840 6 7.80667 .860759 .351404 6.90336 8.70998 7.040 8.810 6 6.56333 .139092 .056784 6.41736 6.70930 6.440 6.790 6 12.14500 .836654 .341563 11.26699 13.02301 11.070 12.890 24 8.34542 2.403250 .490561 7.33061 9.36022 6.210 12.890 6 6.73500 .215198 .087854 6.50916 6.96084 6.450 7.060 6 7.90500 .539843 .220390 7.33847 8.47153 7.110 8.480 6 6.09167 .211605 .086387 5.86960 6.31373 5.870 6.380 6 13.04333 .212572 .086782 12.82025 13.26641 12.690 13.280 24 8.44375 2.809377 .573462 7.25745 9.63005 5.870 13.280 6 6.62667 .275076 .112299 6.33799 6.91534 6.150 6.960 6 6.99167 .456571 .186394 6.51253 7.47081 6.130 7.500 6 6.32833 .324494 .132474 5.98780 6.66887 5.920 6.700 6 12.72333 .228619 .093333 12.48341 12.96325 12.370 13.020 24 8.16750 2.715318 .554262 7.02092 9.31408 5.920 13.020 6 6.51000 .438315 .178941 6.05002 6.96998 5.910 6.930 6 7.52833 .430415 .175716 7.07664 7.98003 7.060 8.190 6 6.73500 .637393 .260215 6.06610 7.40390 5.870 7.480 6 12.59500 .425899 .173873 12.14805 13.04195 11.930 13.140 24 8.34208 2.578823 .526400 7.25314 9.43102 5.870 13.140 6 6.6867 .28891 .11795 6.3835 6.9899 6.15 6.93 6 7.7133 .41817 .17072 7.2745 8.1522 7.28 8.17 6 7.4483 .30935 .12629 7.1237 7.7730 7.05 7.87 6 12.5133 .25311 .10333 12.2477 12.7790 12.14 12.76 24 8.5904 2.36472 .48270 7.5919 9.5889 6.15 12.76 ST

SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total A_0

A_4

A_8

A_12

A_16

A_20

A_24

A_28

A_32

Mean

Minimum Maximum

(17)

Descriptives

6 3.23850 .766886 .313080 2.43370 4.04330 1.935 4.065 6 4.61950 2.280258 .930912 2.22652 7.01248 2.465 7.645 6 3.17700 .323979 .132264 2.83700 3.51700 2.685 3.462 6 9.67667 .600924 .245326 9.04604 10.30730 9.065 10.765 24 5.17792 2.957395 .603676 3.92912 6.42672 1.935 10.765 6 3.19333 .752215 .307090 2.40393 3.98273 1.950 4.040 6 4.53667 2.351686 .960072 2.06872 7.00461 2.360 7.890 6 3.14500 .293241 .119715 2.83726 3.45274 2.680 3.440 6 9.59500 .622342 .254070 8.94189 10.24811 9.010 10.760 24 5.11750 2.954135 .603010 3.87008 6.36492 1.950 10.760 6 3.26167 .171396 .069972 3.08180 3.44154 3.050 3.470 6 3.99000 .175043 .071461 3.80630 4.17370 3.850 4.300 6 2.40333 .141657 .057831 2.25467 2.55199 2.250 2.630 6 9.73500 .491152 .200512 9.21957 10.25043 8.940 10.180 24 4.84750 2.950882 .602346 3.60145 6.09355 2.250 10.180 6 3.19833 .211888 .086503 2.97597 3.42070 2.960 3.540 6 4.37500 .367845 .150172 3.98897 4.76103 4.070 5.090 6 2.38667 .285634 .116610 2.08691 2.68642 2.080 2.760 6 10.12667 1.657066 .676494 8.38768 11.86565 6.760 11.020 24 5.02167 3.200001 .653197 3.67042 6.37291 2.080 11.020 6 3.12000 .401398 .163870 2.69876 3.54124 2.630 3.510 6 4.38167 .258257 .105433 4.11064 4.65269 4.090 4.750 6 3.52167 .184328 .075251 3.32823 3.71511 3.300 3.720 6 9.62833 .539052 .220067 9.06263 10.19403 8.780 10.160 24 5.16292 2.696752 .550472 4.02418 6.30166 2.630 10.160 6 3.31000 .140428 .057329 3.16263 3.45737 3.190 3.550 6 4.79500 .339338 .138534 4.43889 5.15111 4.460 5.240 6 2.69167 .307858 .125683 2.36859 3.01474 2.120 2.930 6 10.17667 .163544 .066767 10.00504 10.34830 10.000 10.380 24 5.24333 3.021714 .616805 3.96738 6.51929 2.120 10.380 6 3.357 .3679 .1502 2.971 3.743 2.9 3.9 6 3.680 .4500 .1837 3.208 4.152 3.2 4.4 6 3.120 .2707 .1105 2.836 3.404 2.8 3.4 6 8.822 2.6701 1.0901 6.020 11.624 3.4 10.3 24 4.745 2.7317 .5576 3.591 5.898 2.8 10.3 6 3.44667 .165005 .067363 3.27350 3.61983 3.250 3.730 6 3.65667 .457763 .186881 3.17627 4.13706 3.100 4.450 6 5.72667 .236277 .096460 5.47871 5.97462 5.510 6.130 6 9.79000 .222980 .091031 9.55600 10.02400 9.480 10.140 24 5.65500 2.617269 .534248 4.54982 6.76018 3.100 10.140 6 3.1983 .26042 .10631 2.9250 3.4716 2.86 3.52 6 4.0583 .27345 .11164 3.7714 4.3453 3.71 4.45 6 5.4383 .38794 .15838 5.0312 5.8455 5.03 6.13 6 12.0400 2.47429 1.01013 9.4434 14.6366 9.70 14.84 24 6.1838 3.74029 .76348 4.6044 7.7631 2.86 14.84 ST

SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total B_0

B_4

B_8

B_12

B_16

B_20

B_24

B_28

B_32

Mean

Minimum Maximum

(18)

Descriptives

6 80.97683 .010420 .004254 80.96590 80.98777 80.967 80.987 6 80.86500 .000894 .000365 80.86406 80.86594 80.864 80.866 6 80.84400 .001095 .000447 80.84285 80.84515 80.843 80.846 6 80.85433 .001366 .000558 80.85290 80.85577 80.853 80.856 24 80.88504 .054888 .011204 80.86186 80.90822 80.843 80.987 6 86.75433 .456355 .186306 86.27542 87.23325 86.120 87.137 6 87.39450 .140689 .057436 87.24686 87.54214 87.282 87.660 6 87.52400 .166622 .068023 87.34914 87.69886 87.235 87.663 6 87.26933 .238887 .097525 87.01864 87.52003 86.901 87.544 24 87.23554 .396259 .080886 87.06822 87.40287 86.120 87.663 6 87.15217 .625244 .255255 86.49601 87.80832 86.598 88.319 6 87.01767 .550955 .224926 86.43947 87.59586 86.150 87.660 6 87.82917 1.005891 .410653 86.77355 88.88478 87.188 89.760 6 87.51000 .328160 .133971 87.16562 87.85438 87.031 87.970 24 87.37725 .706517 .144217 87.07891 87.67559 86.150 89.760 6 87.15567 .929573 .379497 86.18014 88.13119 86.295 88.849 6 87.38767 1.334335 .544740 85.98737 88.78796 85.616 89.700 6 87.60450 .728937 .297587 86.83953 88.36947 86.905 89.012 6 87.31200 .181368 .074043 87.12167 87.50233 87.076 87.560 24 87.36496 .851368 .173785 87.00546 87.72446 85.616 89.700 6 87.63033 .831804 .339583 86.75741 88.50326 86.731 88.880 6 87.58900 .264916 .108151 87.31099 87.86701 87.280 87.950 6 87.22950 .854051 .348665 86.33323 88.12577 86.140 88.012 6 87.93117 .393370 .160593 87.51835 88.34398 87.510 88.540 24 87.59500 .650030 .132687 87.32052 87.86948 86.140 88.880 6 87.51900 .357169 .145814 87.14417 87.89383 87.080 88.073 6 87.42400 .155732 .063577 87.26057 87.58743 87.220 87.589 6 87.71383 .207044 .084526 87.49655 87.93111 87.460 87.990 6 87.63200 .089192 .036412 87.53840 87.72560 87.480 87.724 24 87.57221 .238090 .048600 87.47167 87.67275 87.080 88.073 6 87.37617 .432814 .176696 86.92196 87.83038 87.024 88.214 6 87.72293 .487788 .199139 87.21102 88.23483 87.158 88.545 6 87.69928 .466831 .190583 87.20937 88.18919 87.231 88.379 6 87.65446 .327801 .133824 87.31046 87.99847 87.208 88.160 24 87.61321 .428204 .087407 87.43239 87.79402 87.024 88.545 6 87.37920 .093675 .038242 87.28090 87.47751 87.247 87.510 6 87.69978 .336941 .137556 87.34618 88.05338 87.215 88.221 6 87.78400 .370885 .151413 87.39478 88.17322 87.389 88.168 6 87.83765 .315625 .128854 87.50642 88.16888 87.521 88.395 24 87.67516 .333367 .068048 87.53439 87.81593 87.215 88.395 6 88.49164 .735421 .300234 87.71986 89.26342 87.247 89.521 6 88.03507 .812378 .331652 87.18253 88.88760 87.056 89.257 6 88.20759 .257397 .105082 87.93747 88.47771 87.863 88.471 6 88.01897 .484295 .197713 87.51074 88.52721 87.127 88.498 24 88.18832 .603440 .123177 87.93351 88.44313 87.056 89.521 ST

SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total ST SM SU SB Total kdrair_0

kdrair_4

kdrair_8

kdrair_12

kdrair_16

kdrair_20

kdrair_24

kdrair_28

kdrair_32

Mean

Minimum Maximum

(19)

Lampiran 7. Hasil Uji Beda Antar Perlakuan

Tabel 12. Post Hoc Amilosa Saus Cabai Antar Perlakuan

amilosa_0

Duncana

6 2.34450

6 2.54683

6 2.56517

6 2.68633

1.000 1.000 1.000 1.000

sampel SB SM ST SU Sig.

N 1 2 3 4

Subset for alpha = .05

Means for groups in homogeneous subsets are displayed.

Uses Harmonic Mean Sample Size = 6.000. a.

amilosa_4

Duncana

6 1.59150

6 1.71683

6 1.86767

6 1.88217

1.000 1.000 .743

sampel SB SU SM ST Sig.

N 1 2 3

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

amilosa_8

Duncana

6 1.46333

6 1.61650

6 1.78050 6 1.78467 1.000 1.000 .942 sampel

SB SU SM ST Sig.

N 1 2 3 Subset for alpha = .05

amilosa_12

Duncana

6 1.23467 6 1.28183

6 1.45150

6 1.66817

.200 1.000 1.000

sampel ST SU SB SM Sig.

N 1 2 3

(20)

amilosa_16

Duncana

6 1.07667

6 1.26100

6 1.42183

6 1.60633

1.000 1.000 1.000 1.000

sampel ST SU SB SM Sig.

N 1 2 3 4

amilosa_20

Duncana

6 1.0707 6 1.0767

6 1.3335

6 1.5148 .879 1.000 1.000 sampel

SU ST SB SM Sig.

N 1 2 3 Subset for alpha = .05

amilosa_24

Duncana

6 1.04017 6 1.09883 6 1.11550

6 1.35850 .067 1.000 sampel

ST SB SU SM Sig.

N 1 2 Subset for alpha = .05

amilosa_28

Duncana

6 .97933

6 1.07100

6 1.08400

6 1.31267

1.000 .635 1.000

sampel SU ST SB SM Sig.

N 1 2 3

amilosa_32

Duncana

6 .9293

6 1.0472 1.0472

6 1.0693

6 1.1580

.057 .086

sampel SU ST SB SM Sig.

N 1 2

(21)

Tabel 13. Post Hoc Warna (

Lightness

) Saus Cabai Antar Perlakuan

light_0

Duncana

6 36.95250

6 38.15267

6 38.94683

6 45.97183

1.000 1.000 1.000 1.000

sampel ST SM SU SB Sig.

N 1 2 3 4

light_4

Duncana

6 36.45500

6 37.70000

6 37.79000

6 46.43500

1.000 .849 1.000

N 1 2 3

light_8

Duncana

6 36.28000

6 37.08500 37.08500

6 37.48333

6 45.87667

.111 .419 1.000

sampel ST SU SM SB Sig.

N 1 2 3

light_12

Duncana

6 35.91167

6 36.58667

6 37.57217

6 44.56833

1.000 1.000 1.000 1.000

N 1 2 3 4

(22)

light_16

Duncana

6 35.71833 6 36.46833

6 37.54167

6 43.60000

.109 1.000 1.000

N 1 2 3

light_20

Duncana

6 36.09500 6 36.84833

6 37.97167

6 44.34667

.051 1.000 1.000

N 1 2 3

light_24

Duncana

6 35.80500

6 37.03667

6 38.32500

6 44.00000

1.000 1.000 1.000 1.000

N 1 2 3 4

light_28

Duncana

6 35.60333 6 36.04667

6 37.89833

6 43.19333

.566 1.000 1.000

N 1 2 3

light_32

Duncana

6 34.8617

6 35.3867 35.3867

6 37.3433

6 40.7383

.606 .065 1.000

N 1 2 3

(23)

Tabel 14. Post Hoc Warna (

Redness

A_0

Duncana

6 7.22717

6 8.36883

6 8.54367

6 12.37533

.063 1.000

N 1 2

A_4

Duncana

6 7.27167

6 8.31667 8.31667

6 8.59000

6 12.13167

.074 .628 1.000

N 1 2 3

A_8

Duncana

6 7.02167 6 7.55667

6 8.64500

6 12.37000

.102 1.000 1.000

N 1 2 3

A_12

Duncana

6 5.82167

6 6.33000

6 7.35167

6 12.57167

1.000 1.000 1.000 1.000

sampel SU ST SM SB Sig.

N 1 2 3 4

A_16

Duncana

6 6.56333

6 6.86667 6.86667

6 7.80667

6 12.14500

.511 .051 1.000

N 1 2 3

(24)

A_20

Duncana

6 6.09167

6 6.73500

6 7.90500

6 13.04333

1.000 1.000 1.000 1.000

N 1 2 3 4

A_24

Duncana

6 6.32833

6 6.62667 6.62667

6 6.99167

6 12.72333

.136 .072 1.000

N 1 2 3

A_28

Duncana

6 6.51000 6 6.73500

6 7.52833

6 12.59500

.437 1.000 1.000

N 1 2 3

A_32

Duncana

6 6.6867

6 7.4483

6 7.7133

6 12.5133

1.000 .171 1.000

N 1 2 3

(25)

Tabel 15. Post Hoc Warna (

Yellowness

B_0

Duncana

6 3.17700 6 3.23850 6 4.61950

6 9.67667

.072 1.000 sampel

SU ST SM SB Sig.

N 1 2

B_4

Duncana

6 3.14500

6 3.19333

6 4.53667

6 9.59500

.089 1.000

N 1 2

B_8

Duncana

6 2.40333

6 3.26167

6 3.99000

6 9.73500

1.000 1.000 1.000 1.000

N 1 2 3 4

B_12

Duncana

6 2.38667 6 3.19833

6 4.37500

6 10.12667

.121 1.000 1.000

N 1 2 3

B_16

Duncana

6 3.12000

6 3.52167

6 4.38167

6 9.62833

.076 1.000 1.000

N 1 2 3

(26)

B_20

Duncana

6 2.69167

6 3.31000

6 4.79500

6 10.17667

1.000 1.000 1.000 1.000

N 1 2 3 4

B_24

Duncana

6 3.120

6 3.357

6 3.680

6 8.822

.513 1.000

N 1 2

B_28

Duncana

6 3.44667 6 3.65667

6 5.72667

6 9.79000

.228 1.000 1.000

N 1 2 3

B_32

Duncana

6 3.1983

6 4.0583 4.0583

6 5.4383

6 12.0400

.253 .074 1.000

N 1 2 3

(27)

Tabel 16. Post Hoc Kadar Air Saus Cabai Antar Perlakuan

kdrair_0

Duncana

6 80.84400

6 80.85433

6 80.86500

6 80.97683

1.000 1.000 1.000 1.000

sampel SU SB SM ST Sig.

N 1 2 3 4

kdrair_4

Duncana

6 86.75433

6 87.26933 6 87.39450 6 87.52400 1.000 .150 sampel

ST SB SM SU Sig.

N 1 2 Subset for alpha = .05

kdrair_8

Duncana

6 87.01767 6 87.15217 6 87.51000 6 87.82917 .068 sampel

SM ST SB SU Sig.

N 1

Subset for alpha

= .05

kdrair_12

Duncana

6 87.15567 6 87.31200 6 87.38767 6 87.60450 .437 sampel

ST SB SM SU Sig.

N 1

Subset for alpha

= .05

(28)

kdrair_32

Duncana

6 88.01897 6 88.03507 6 88.20759 6 88.49164 .235 sampel

SB SM SU ST Sig.

N 1

Subset for alpha

= .05

kdrair_16

Duncana

6 87.22950 6 87.58900 6 87.63033 6 87.93117 .096 sampel

SU SM ST SB Sig.

N 1 Subset for alpha

= .05

kdrair_20

Duncana

6 87.42400 6 87.51900 6 87.63200 6 87.71383 .052 sampel

SM ST SB SU Sig.

N 1

Subset for alpha

= .05

kdrair_24

Duncana

6 87.37617 6 87.65446 6 87.69928 6 87.72293 .218 sampel

ST SB SU SM Sig.

N 1

Subset for alpha

= .05

kdrair_28

Duncana

6 87.37920

6 87.69978 87.69978

6 87.78400

6 87.83765

.079 .461

N 1 2

(29)

Lampiran 8. Hasil Uji Beda Antar Hari Penyimpanan

Tabel 17. Post Hoc Amilosa Saus Cabai Antar Hari Penyimpanan

ST Duncana 6 1.0417 6 1.0472 6 1.0710 6 1.0767 6 1.0767 6 1.2347 6 1.7847 6 1.8822 6 2.5652

.270 1.000 1.000 1.000 1.000 hari 24.00 32.00 28.00 20.00 16.00 12.00 8.00 4 0 Sig.

N 1 2 3 4 5

Means for groups in homogeneous subsets are displayed. Uses Harmonic Mean Sample Size = 6.000. a. SM Duncana 6 1.1580 6 1.3127 6 1.3583 6 1.5148

6 1.6063 1.6063

6 1.6682

6 1.7805

6 1.8677

6 2.5468

1.000 .375 .079 .231 .094 1.000

hari 32.00 28.00 24.00 20.00 16.00 12.00 8.00 4 0 Sig.

N 1 2 3 4 5 6

Means for groups in homogeneous subsets are displayed. Uses Harmonic Mean Sample Size = 6.000. a. SU Duncana 6 .9293 6 .9793 6 1.0707 6 1.1150 6 1.2610 6 1.2818 6 1.6165 6 1.7168 6 2.6863

.175 .228 .568 1.000 1.000 1.000

hari 32.00 28.00 20.00 24.00 16.00 12.00 8.00 4 0 Sig.

N 1 2 3 4 5 6

Means for groups in homogeneous subsets are displayed. Uses Harmonic Mean Sample Size = 6.000. a. SB Duncana 6 1.0693 6 1.0840 6 1.1000 6 1.3335 6 1.4218 6 1.4515 6 1.4633 6 1.5915 6 2.3445

.511 1.000 .374 1.000 1.000

hari 32.00 28.00 24.00 20.00 16.00 12.00 8.00 4 0 Sig.

N 1 2 3 4 5

(30)

Tabel 18. Post Hoc Warna (

lightness

) Antar Hari Penyimpanan

ST

Duncana

6 34.8617

6 35.6033 35.6033

6 35.7183 35.7183 35.7183 6 35.8050 35.8050 35.8050 6 35.9117 35.9117 35.9117

6 36.0950 36.0950

6 36.2800 36.2800

6 36.4550 36.4550

6 36.9525

.090 .182 .053

hari 32.00 28.00 16.00 24.00 12.00 20.00 8.00 4 0 Sig.

N 1 2 3

SM

Duncana

6 37.3433

6 37.4833 37.4833

6 37.5417 37.5417

6 37.5722 37.5722 37.5722

6 37.7000 37.7000 37.7000

6 37.8983 37.8983 37.8983

6 37.9717 37.9717 37.9717

6 38.1527 38.1527

6 38.3250

.109 .088 .052

hari 32.00 8.00 16.00 12.00 4 28.00 20.00 0 24.00 Sig.

N 1 2 3

SU

Duncana

6 35.3867

6 36.0467 36.0467 6 36.4683 36.4683

6 36.5867

6 36.8483 36.8483

6 37.0367 37.0367

6 37.0850 37.0850

6 37.7900

6 38.9468

.050 .080 .099 1.000

hari 32.00 28.00 16.00 12.00 20.00 24.00 8.00 4 0 Sig.

N 1 2 3 4

(31)

SB

Duncana

6 40.7383

6 43.1933

6 43.6000

6 44.0000

6 44.3467 44.3467

6 44.5683 44.5683 44.5683

6 45.8767 45.8767 45.8767

6 45.9718 45.9718

6 46.4350

1.000 .096 .050 .072 .473

hari 32.00 28.00 16.00 24.00 20.00 12.00 8.00 0 4 Sig.

N 1 2 3 4 5

Tabel 19. Post Hoc Warna (

redness

ST

Duncana

6 6.3300

6 6.5100 6.5100

6 6.6267 6.6267

6 6.6867 6.6867

6 6.7350 6.7350

6 6.8667 6.8667

6 7.0217 7.0217

6 7.2272 7.2272

6 7.2717

.058 .108

hari 12.00 28.00 24.00 32.00 20.00 16.00 8.00 0 4 Sig.

N 1 2

SM

Duncana

6 6.9917

6 7.3517 7.3517

6 7.5283 7.5283 7.5283

6 7.7133 7.7133 7.7133

6 7.8067 7.8067 7.8067

6 7.9050 7.9050 7.9050

6 8.5437 8.5437

6 8.5900

6 8.6450

.135 .051 .071

hari 24.00 12.00 28.00 32.00 16.00 20.00 0 4 8.00 Sig.

N 1 2 3

(32)

SU

Duncana

6 5.8217

6 6.0917 6.0917

6 6.3283 6.3283

6 6.5633

6 6.7350

6 7.4483

6 7.5567

6 8.3167

6 8.3688

.173 .231 .053 .581 .790

hari 12.00 20.00 24.00 16.00 28.00 32.00 8.00 4 0 Sig.

N 1 2 3 4 5

SB

Duncana

6 12.1317

6 12.1450

6 12.3700

6 12.3753

6 12.5133 12.5133

6 12.5717 12.5717

6 12.5950 12.5950

6 12.7233 12.7233

6 13.0433

.074 .096

hari 4 16.00 8.00 0 32.00 12.00 28.00 24.00 20.00 Sig.

N 1 2

Tabel 20. Post Hoc Warna (

yellowness

ST

Duncana

6 3.1200 6 3.1933 6 3.1983 6 3.1983 6 3.2385 6 3.2617 6 3.3100 6 3.3567 6 3.4500 .263 hari

16.00 4 32.00 12.00 0 8.00 20.00 24.00 28.00 Sig.

N 1

Subset for alpha

= .05

(33)

SM

Duncana

6 3.6667

6 3.6800

6 3.9900

6 4.0583

6 4.3750

6 4.3817

6 4.5367

6 4.6195

6 4.7950

.151 hari

28.00 24.00 8.00 32.00 12.00 16.00 4 0 20.00 Sig.

N 1

Subset for alpha

= .05

SU Duncana

6 2.3867 6 2.4033 6 2.6917

6 3.1200

6 3.1450

6 3.1770

6 3.5217

6 5.4383

6 5.7167

.079 .742 1.000 .090

hari 12.00 8.00 20.00 24.00 4 0 16.00 32.00 28.00 Sig.

N 1 2 3 4

SB

Duncana

6 8.8217

6 9.5950

6 9.6283

6 9.6767

6 9.7350

6 9.7833

6 10.1267

6 10.1767

6 12.0400

.155 1.000

hari 24.00 4 16.00 0 8.00 28.00 12.00 20.00 32.00 Sig.

N 1 2

(34)

Tabel 21. Post Hoc Kadar Air Antar Hari Penyimpanan

ST

Duncana

6 80.9768

6 86.7543

6 87.1522 87.1522

6 87.1557 87.1557

6 87.3760 87.3760

6 87.3792 87.3792

6 87.5190

6 87.6303

6 88.4917

1.000 .102 .219 1.000

hari 0 4 8.00 12.00 24.00 28.00 20.00 16.00 32.00 Sig.

N 1 2 3 4

SM Duncana

6 80.8650

6 87.0177

6 87.3877 87.3877

6 87.3945 87.3945

6 87.4240 87.4240

6 87.5890 87.5890

6 87.6998 87.6998

6 87.7230 87.7230

6 88.0352

1.000 .082 .111 hari

0 8.00 12.00 4 20.00 16.00 28.00 24.00 32.00 Sig.

N 1 2 3

SU

Duncana

6 80.8440

6 87.2295

6 87.5240 87.5240

6 87.6045 87.6045

6 87.6993 87.6993

6 87.7138 87.7138

6 87.7838 87.7838

6 87.8292 87.8292

6 88.2077

1.000 .111 .069

hari 0 16.00 4 12.00 24.00 20.00 28.00 8.00 32.00 Sig.

N 1 2 3

SB Duncana

6 80.8543

6 87.2693

6 87.3120

6 87.5100 87.5100

6 87.6320 87.6320 87.6320

6 87.6543 87.6543 87.6543 87.6543

6 87.8377 87.8377 87.8377

6 87.9312 87.9312

6 88.0190

1.000 .050 .088 .120 .058

hari 0 4 12.00 8.00 20.00 24.00 28.00 16.00 32.00 Sig.

N 1 2 3 4 5

(35)

Lampiran 9. Analisa Data Sensoris (Kruskal Walis)

Ranks

50 115.52

50 97.46

50 96.46

50 92.56

200

50 110.52

50 99.13

50 98.13

50 94.22

200

50 86.50

50 109.50

50 119.50

50 86.50

200

50 110.88

50 91.08

50 101.04

50 99.00

200

50 94.46

50 113.63

50 109.55

50 84.36

200 perlakuan

SBPT SBPM SBPU SBPB Total SBPT SBPM SBPU SBPB Total SBPT SBPM SBPU SBPB Total SBPT SBPM SBPU SBPB Total SBPT SBPM SBPU SBPB Total warna

aroma

rasa

kekentalan

overall

N Mean Rank

Test Statisticsa,b

5.003 2.346 13.277 3.169 8.777 3 3 3 3 3 .172 .504 .004 .366 .032 Chi-Square

df

Asymp. Sig.

warna aroma rasa kekentalan overall

Kruskal Wallis Test a.

(36)

Lampiran 10. Analisa Data Sensoris (Mann Whitney)

Ranks

50 44.68 2234.00

50 56.32 2816.00

100 perlakuan

SBPT SBPM Total rasa

N Mean Rank Sum of Ranks

Test Statisticsa

959.000 2234.000 -2.073 .038 Mann-Whitney U

Wilcoxon W Z

Asymp. Sig. (2-tailed) rasa

Grouping Variable: perlakuan a.

Ranks

50 41.96 2098.00

50 59.04 2952.00

100 perlakuan

SBPT SBPU Total rasa

823.000 2098.000 -3.048 .002 Mann-Whitney U

Wilcoxon W Z

Ranks

50 50.86 2543.00

50 50.14 2507.00

100 perlakuan

SBPT SBPB Total rasa

1232.000 2507.000 -.129 .897 Mann-Whitney U

Wilcoxon W Z

Ranks

50 56.06 2803.00

50 44.94 2247.00

100 perlakuan

SBPM SBPB Total rasa

972.000 2247.000 -1.984 .047 Mann-Whitney U

Wilcoxon W Z

(37)

Ranks

50 58.58 2929.00

50 42.42 2121.00

100 perlakuan

SBPU SBPB Total rasa

846.000 2121.000 -2.878 .004 Mann-Whitney U

Wilcoxon W Z

Ranks

50 45.30 2265.00

50 55.70 2785.00

100 perlakuan

SBPT SBPM Total overall

990.000 2265.000 -1.859 .063 Mann-Whitney U

Wilcoxon W Z

Asymp. Sig. (2-tailed) overall

Ranks

50 46.78 2339.00

50 54.22 2711.00

100 perlakuan

SBPT SBPU Total overall

1064.000 2339.000 -1.325 .185 Mann-Whitney U

Wilcoxon W Z

Asymp. Sig. (2-tailed)

overall

Ranks

50 53.38 2669.00

50 47.62 2381.00

100 perlakuan

SBPT SBPB Total overall

1106.000 2381.000 -1.033 .302 Mann-Whitney U

Wilcoxon W Z

Asymp. Sig. (2-tailed) overall

Ranks

50 50.84 2542.00

50 50.16 2508.00

100 perlakuan

SBPM SBPU Total overall

(38)

1233.000 2508.000 -.122 .903 Mann-Whitney U

Wilcoxon W Z

overall

Ranks

50 58.09 2904.50

50 42.91 2145.50

100 perlakuan

SBPM SBPB Total overall

870.500 2145.500 -2.703 .007 Mann-Whitney U

Wilcoxon W Z

overall

Ranks

50 56.17 2808.50

50 44.83 2241.50

100 perlakuan

SBPU SBPB Total overall

966.500 2241.500 -2.028 .043 Mann-Whitney U

Wilcoxon W Z

overall