35
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39
7.
LAMPIRAN
Lampiran 1. Worksheet Uji Ranking Hedonik
Worksheet
Uji Ranking Hedonik
Tanggal uji
:
Jenis sampel :
Sponge cake
Identifikasi sampel:
Kode
Sponge
cake
kontrol(0%)
A
Sponge
cake
dengan penambahan 10%
Spirulina
sp.
B
Sponge
cake
dengan penambahan 20%
Spirulina
sp.
C
Sponge
cake
dengan penambahan 30%
Spirulina
sp.
D
Sponge
cake
dengan penambahan 40%
Spirulina
sp.
E
Kode kombinasi urutan penyajian:
ABCDE
= 1
ABDCE
=2
ACBDE
=3
ACDBE
=4
ADEBC
=5
AEBCD
=6
BACDE
=7
BADCE
=8
BCAED
=9
BDACE
=10
BEACD
=11
BEDAC
=12
CABDE
=13
CADEB
=14
CBDAE
=15
CBEAD
=16
CDEAB
=17
CEABD
=18
DABCE
=19
DACEB
=20
DBACE
=21
DBCEA
=22
DCABE
=23
DEBAC
=24
EABCD
=25
EACBD
=26
EBACD
=27
EBCDA
=28
ECABD
=29
EDBAC
=30
Penyajian:
Booth
Panelis
Kode sampel
urutan penyajianI
#1
776, 223, 544, 113, 662
1II
#2
818, 183, 933, 522, 282
2III
#3
916, 984, 138, 651, 274
3IV
#4
232, 946, 891, 163, 379
4I
#5
374, 938, 791, 593, 711
5II
#6
461, 139, 581, 445, 572
6III
#7
542, 486, 734, 128, 963
7IV
#8
537, 791, 478, 121, 957
8I
#9
746, 595, 774, 585, 841
9II
#10
478, 437, 795, 237, 829
10III
#11
749, 641, 755, 475, 218
11IV
#12
721, 375, 191, 643, 986
12I
#13
925, 765, 287, 132, 193
13II
#14
932, 439, 786, 615, 556
14III
#15
842, 725, 296, 611, 384
15IV
#16
797, 553, 187, 868, 372
1640
II
#18
596, 112, 775, 988, 747
18III
#19
863, 896, 788, 441, 615
19IV
#20
161, 513, 258, 361, 875
20I
#21
214, 859, 349, 177, 167
21II
#22
669, 392, 674, 438, 122
22III
#23
349, 167, 481, 659, 565
23IV
#24
192, 118, 935, 335, 856
24I
#25
452, 889, 834, 662, 261
25II
#26
859, 338, 145, 658, 294
26III
#27
141, 754, 313, 362, 299
27IV
#28
746, 176, 415, 397, 158
28I
#29
841, 317, 932, 855, 659
29II
#30
446 569, 637, 918, 195
30Rekap kode sampel:
41
Lampiran 2. Scoresheet Uji Ranking Hedonik
UJI RANKING HEDONIK
Nama
:
Tanggal:
Produk
: Sponge
cake
Atribut
: Rasa
Instruksi :
Berkumur-kumurlah dahulu sebelum menguji sampel.
Di hadapan Anda terdapat 5(lima) sampel Sponge
cake
. Tulis kode sampel dari kiri ke
kanan secara berurutan pada kolom yang telah disediakan. Cicipi dan bandingkan
sampel secara berturutan dari kiri ke kanan. Setelah mencicipi 1 sampel dan
merasakannya, minumlah air putih dan berikan jeda sebelum Anda mencicipi sampel
selanjutnya. Anda dapat mengulang sesering yang Anda perlukan. Beri penilaian sesuai
dengan tingkat kesukaan Anda. Urutkan sampel dari yang paling Anda sukai(=5) hingga
sampel yang paling tidak Anda sukai (=1)
Kode sampel
Ranking (jangan ada yang dobel)
42
UJI RANKING HEDONIK
Nama
:
Tanggal:
Produk
: Sponge
cake
Atribut
: Tekstur
Instruksi :
Berkumur-kumurlah dahulu sebelum menguji sampel.
Di hadapan Anda terdapat 5(lima) sampel Sponge
cake
. Tulis kode sampel dari kiri ke
kanan secara berurutan pada kolom yang telah disediakan. Bandingkan sampel secara
berturutan dari kiri ke kanan. Setelah mencicipi 1 sampel dan merasakan teksturnya,
minumlah air putih dan berikan jeda sebelum Anda mencicipi sampel selanjutnya. Anda
dapat mengulang sesering yang Anda perlukan. Beri penilaian sesuai dengan tingkat
kesukaan Anda. Urutkan sampel dari yang paling Anda sukai(=5) hingga sampel yang
paling tidak Anda sukai (=1)
Kode sampel
Ranking (jangan ada yang dobel)
43
UJI RANKING HEDONIK
Nama
:
Tanggal:
Produk
: Sponge
cake
Atribut
: Warna
Instruksi :
Di hadapan Anda terdapat 5(lima) sampel Sponge
cake
. Tulis kode sampel dari kiri ke
kanan secara berurutan pada kolom yang telah disediakan. Bandingkan sampel secara
berturutan dari kiri ke kanan. Anda dapat mengulang sesering yang Anda perlukan. Beri
penilaian sesuai dengan tingkat kesukaan Anda. Urutkan sampel dari yang paling Anda
sukai(=5) hingga sampel yang paling tidak Anda sukai (=1)
Kode sampel
Ranking (jangan ada yang dobel)
44
UJI RANKING HEDONIK
Nama
:
Tanggal:
Produk
: Sponge
cake
Atribut
: Aroma
Instruksi :
Di hadapan Anda terdapat 5(lima) sampel Sponge
cake
. Tulis kode sampel dari kiri ke
kanan secara berurutan pada kolom yang telah disediakan. Bandingkan aroma dari
sampel secara berturutan dari kiri ke kanan. Anda dapat mengulang sesering yang Anda
perlukan. Beri penilaian sesuai dengan tingkat kesukaan Anda. Urutkan sampel dari
yang paling Anda sukai(=5) hingga sampel yang paling tidak Anda sukai (=1)
Kode sampel
Ranking (jangan ada yang dobel)
45
UJI RANKING HEDONIK
Nama
:
Tanggal:
Produk
: Sponge
cake
Atribut
: Overall
Instruksi :
Di hadapan Anda terdapat 5(lima) sampel Sponge
cake
. Tulis kode sampel dari kiri ke
kanan secara berurutan pada kolom yang telah disediakan. Bandingkan semua atribut
yang terdapat pada sampel secara keseluruhan secara berturutan dari kiri ke kanan.
Anda dapat mengulang sesering yang Anda perlukan. Beri penilaian sesuai dengan
tingkat kesukaan Anda. Urutkan sampel dari yang paling Anda sukai(=5) hingga sampel
yang paling tidak Anda sukai (=1)
Kode sampel
Ranking (jangan ada yang dobel)
46
Lampiran 3. Analisa Data
(a)
Analisa Data Kadar Protein
Descriptives
PERLAKUAN Statistic
Std. Error
PROTEIN 0% Mean 7,9671 ,12381
95%
Confidence Interval for Mean
Lower Bound
7,6233
Upper
Bound 8,3108
5% Trimmed Mean 7,9768
Median 8,0546
Variance ,077
Std. Deviation ,27686
Minimum 7,53
Maximum 8,23
Range ,70
Interquartile Range ,48
Skewness -1,186 ,913
Kurtosis 1,050 2,000
10% Mean 8,6324 ,05253
95%
Confidence Interval for Mean
Lower
Bound 8,4866
Upper
Bound 8,7783
5% Trimmed Mean 8,6334
Median 8,5799
Variance ,014
Std. Deviation ,11746
Minimum 8,49
Maximum 8,76
Range ,26
Interquartile Range ,22
Skewness ,166 ,913
Kurtosis -2,407 2,000
20% Mean 9,4029 ,16977
95%
Confidence Interval for Mean
Lower Bound
8,9315
Upper
Bound 9,8742
5% Trimmed Mean 9,4068
Median 9,4554
Variance ,144
47
Minimum 8,93
Maximum 9,81
Range ,88
Interquartile Range ,74
Skewness -,269 ,913
Kurtosis -2,342 2,000
30% Mean 10,2258 ,08488
95%
Confidence Interval for Mean
Lower Bound
9,9902
Upper
Bound 10,4615
5% Trimmed Mean 10,2190
Median 10,1558
Variance ,036
Std. Deviation ,18980
Minimum 10,07
Maximum 10,51
Range ,44
Interquartile Range ,35
Skewness ,913 ,913
Kurtosis -,738 2,000
40% Mean 11,6967 ,48319
95%
Confidence Interval for Mean
Lower Bound
10,3551
Upper
Bound 13,0382
5% Trimmed Mean 11,6587
Median 11,6442
Variance 1,167
Std. Deviation 1,08045
Minimum 10,68
Maximum 13,40
Range 2,71
Interquartile Range 1,88
Skewness 1,079 ,913
Kurtosis 1,069 2,000
Tests of Normality
PERLAKUAN
Kolmogorov-Smirnov(a) Shapiro-Wilk
Statistic df Sig. Statistic df Sig.
PROTEIN 0% ,224 5 ,200(*) ,912 5 ,482
10% ,273 5 ,200(*) ,852 5 ,201
20% ,197 5 ,200(*) ,924 5 ,556
30% ,244 5 ,200(*) ,871 5 ,272
40% ,223 5 ,200(*) ,907 5 ,447
48
Descriptives
PROTEIN
N Mean
Std. Deviation
Std. Error
95% Confidence Interval for Mean
Minimum Maximum Lower
Bound
Upper Bound
0% 5 7,9671 ,27686 ,12381 7,6233 8,3108 7,53 8,23
10% 5 8,6324 ,11746 ,05253 8,4866 8,7783 8,49 8,76
20% 5 9,4029 ,37961 ,16977 8,9315 9,8742 8,93 9,81
30% 5 10,2258 ,18980 ,08488 9,9902 10,4615 10,07 10,51
40% 5 11,6967 1,08045 ,48319 10,3551 13,0382 10,68 13,40
Total 25 9,5850 1,41263 ,28253 9,0019 10,1681 7,53 13,40
PROTEIN
Duncan
PERLAKUAN N
Subset for alpha = .05
1 2 3 4
0% 5 7,9671
10% 5 8,6324
20% 5 9,4029
30% 5 10,2258
40% 5 11,6967
Sig. ,064 1,000 1,000 1,000
Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 5,000.
(b)
Analisa Data Water Activity
Descriptives
PERLAKUAN Statistic Std. Error
water_activity 0% Mean ,87760 ,005793
95% Confidence
Interval for Mean
Lower Bound ,86152
Upper Bound
,89368
5% Trimmed Mean ,87806
Median ,88500
Variance ,000
Std. Deviation ,012954
Minimum ,859
Maximum ,888
Range ,029
Interquartile Range ,024
49
Kurtosis -1,445 2,000
10% Mean ,87960 ,004739
95% Confidence
Interval for Mean
Lower Bound
,86644
Upper Bound
,89276
5% Trimmed Mean ,87961
Median ,87800
Variance ,000
Std. Deviation ,010597
Minimum ,868
Maximum ,891
Range ,023
Interquartile Range ,021
Skewness ,142 ,913
Kurtosis -2,829 2,000
20% Mean ,87080 ,004042
95% Confidence
Interval for Mean
Lower Bound
,85958
Upper Bound
,88202
5% Trimmed Mean ,87117
Median ,87200
Variance ,000
Std. Deviation ,009039
Minimum ,856
Maximum ,879
Range ,023
Interquartile Range ,015
Skewness -1,383 ,913
Kurtosis 2,109 2,000
30% Mean ,86540 ,003995
95% Confidence
Interval for Mean
Lower Bound
,85431
Upper Bound
,87649
5% Trimmed Mean ,86556
Median ,86600
Variance ,000
Std. Deviation ,008933
Minimum ,852
Maximum ,876
Range ,024
Interquartile Range ,016
Skewness -,661 ,913
Kurtosis ,901 2,000
40% Mean ,86240 ,004864
95% Confidence
Interval for Mean
Lower Bound ,84889
Upper Bound
50
5% Trimmed Mean ,86239
Median ,86100
Variance ,000
Std. Deviation ,010877
Minimum ,848
Maximum ,877
Range ,029
Interquartile Range ,020
Skewness ,069 ,913
Kurtosis ,021 2,000
Tests of Normality
PERLAKUAN Kolmogorov-Smirnov(a) Shapiro-Wilk
Statistic df Sig. Statistic df Sig.
water_activity 0% ,316 5 ,115 ,831 5 ,142
10% ,237 5 ,200(*) ,879 5 ,306
20% ,265 5 ,200(*) ,882 5 ,318
30% ,194 5 ,200(*) ,975 5 ,906
40% ,151 5 ,200(*) ,994 5 ,992
* This is a lower bound of the true significance. a Lilliefors Significance Correction
Descriptives
water_activity
N Mean
Std. Deviation
Std. Error
95% Confidence Interval for Mean
Minimum Maximum Lower
Bound
Upper Bound
0% 5 ,87760 ,012954 ,005793 ,86152 ,89368 ,859 ,888
10% 5 ,87960 ,010597 ,004739 ,86644 ,89276 ,868 ,891
20% 5 ,87080 ,009039 ,004042 ,85958 ,88202 ,856 ,879
30% 5 ,86540 ,008933 ,003995 ,85431 ,87649 ,852 ,876
40% 5 ,86240 ,010877 ,004864 ,84889 ,87591 ,848 ,877
Total 25 ,87116 ,011820 ,002364 ,86628 ,87604 ,848 ,891
water_activity
Duncan
PERLAKUAN N
Subset for alpha = .05
1 2
40% 5 ,86240
30% 5 ,86540 ,86540
20% 5 ,87080 ,87080
0% 5 ,87760
51
Sig. ,249 ,064
Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 5,000.
(c)
Analisa Data Tekstur
Descriptives
PERLAKUAN Statistic Std. Error
HARDNESS 0% Mean 69,1648 3,48868
95% Confidence Interval for Mean Lower Bound 59,4787
Upper Bound
78,8509
5% Trimmed Mean 69,3425
Median 69,9940
Variance 60,854
Std. Deviation 7,80092
Minimum 57,40
Maximum 77,73
Range 20,33
Interquartile Range 13,92
Skewness -,786 ,913
Kurtosis ,499 2,000
10% Mean 110,3402 6,69778
95% Confidence Interval for Mean Lower Bound 91,7442
Upper Bound
128,9362
5% Trimmed Mean 110,6218
Median 106,8100
Variance 224,301
Std. Deviation 14,97668
Minimum 89,86
Maximum 125,75
Range 35,89
Interquartile Range 27,71
Skewness -,292 ,913
Kurtosis -1,229 2,000
20% Mean 170,1140 11,98989
95% Confidence Interval for Mean Lower Bound 136,8247
Upper Bound
203,4033
5% Trimmed Mean 170,4406
Median 170,3000
Variance 718,787
Std. Deviation 26,81021
52
Maximum 198,26
Range 62,17
Interquartile Range 52,41
Skewness -,201 ,913
Kurtosis -2,132 2,000
30% Mean 175,6780 7,69797
95% Confidence Interval for Mean Lower Bound 154,3050
Upper Bound
197,0510
5% Trimmed Mean 176,1378
Median 185,9800
Variance 296,293
Std. Deviation 17,21318
Minimum 151,73
Maximum 191,35
Range 39,62
Interquartile Range 31,17
Skewness -,782 ,913
Kurtosis -1,801 2,000
40% Mean 207,8620 16,17144
95% Confidence Interval for Mean Lower Bound 162,9629
Upper Bound
252,7611
5% Trimmed Mean 207,1944
Median 198,4700
Variance 1307,577
Std. Deviation 36,16044
Minimum 167,21
Maximum 260,53
Range 93,32
Interquartile Range 65,53
Skewness ,663 ,913
Kurtosis -,181 2,000
COHESIVENESS 0% Mean ,2787 ,04164
95% Confidence Interval for Mean Lower Bound ,1631
Upper Bound
,3944
5% Trimmed Mean ,2819
Median ,2945
Variance ,009
Std. Deviation ,09312
Minimum ,13
Maximum ,37
Range ,23
Interquartile Range ,16
Skewness -1,079 ,913
Kurtosis ,891 2,000
10% Mean ,3104 ,00776
53
Upper Bound
,3320
5% Trimmed Mean ,3103
Median ,3037
Variance ,000
Std. Deviation ,01734
Minimum ,29
Maximum ,33
Range ,04
Interquartile Range ,03
Skewness ,420 ,913
Kurtosis -3,101 2,000
20% Mean ,3229 ,01600
95% Confidence Interval for Mean Lower Bound ,2785
Upper Bound
,3673
5% Trimmed Mean ,3237
Median ,3389
Variance ,001
Std. Deviation ,03578
Minimum ,27
Maximum ,36
Range ,09
Interquartile Range ,07
Skewness -,743 ,913
Kurtosis -1,246 2,000
30% Mean ,3362 ,00716
95% Confidence Interval for Mean Lower Bound ,3163
Upper Bound
,3561
5% Trimmed Mean ,3363
Median ,3349
Variance ,000
Std. Deviation ,01602
Minimum ,32
Maximum ,35
Range ,04
Interquartile Range ,03
Skewness -,068 ,913
Kurtosis -2,063 2,000
40% Mean ,2846 ,00924
95% Confidence Interval for Mean Lower Bound ,2589
Upper Bound
,3102
5% Trimmed Mean ,2843
Median ,2733
Variance ,000
Std. Deviation ,02067
54
Maximum ,31
Range ,05
Interquartile Range ,04
Skewness ,549 ,913
Kurtosis -2,645 2,000
SPRINGINESS 0% Mean 5,5573 ,25087
95% Confidence Interval for Mean Lower Bound 4,8608
Upper Bound
6,2539
5% Trimmed Mean 5,5462
Median 5,5694
Variance ,315
Std. Deviation ,56097
Minimum 4,93
Maximum 6,39
Range 1,46
Interquartile Range 1,00
Skewness ,638 ,913
Kurtosis ,243 2,000
10% Mean 6,0218 ,12699
95% Confidence Interval for Mean Lower Bound 5,6692
Upper Bound
6,3744
5% Trimmed Mean 6,0205
Median 6,1162
Variance ,081
Std. Deviation ,28396
Minimum 5,70
Maximum 6,37
Range ,67
Interquartile Range ,54
Skewness -,113 ,913
Kurtosis -2,134 2,000
20% Mean 6,1614 ,22088
95% Confidence Interval for Mean Lower Bound 5,5481
Upper Bound
6,7746
5% Trimmed Mean 6,1743
Median 6,3374
Variance ,244
Std. Deviation ,49391
Minimum 5,49
Maximum 6,60
Range 1,11
Interquartile Range ,94
Skewness -,643 ,913
Kurtosis -1,981 2,000
30% Mean 6,8279 ,14860
55
Upper Bound
7,2404
5% Trimmed Mean 6,8276
Median 6,7447
Variance ,110
Std. Deviation ,33227
Minimum 6,46
Maximum 7,20
Range ,75
Interquartile Range ,65
Skewness ,223 ,913
Kurtosis -2,680 2,000
40% Mean 6,0148 ,32930
95% Confidence Interval for Mean Lower Bound 5,1005
Upper Bound
6,9291
5% Trimmed Mean 6,0222
Median 6,3823
Variance ,542
Std. Deviation ,73635
Minimum 5,16
Maximum 6,74
Range 1,59
Interquartile Range 1,40
Skewness -,487 ,913
Kurtosis -2,996 2,000
CHEWINESS 0% Mean 1,5012 ,37013
95% Confidence Interval for Mean Lower Bound ,4735
Upper Bound
2,5288
5% Trimmed Mean 1,4863
Median 1,2901
Variance ,685
Std. Deviation ,82763
Minimum ,50
Maximum 2,77
Range 2,27
Interquartile Range 1,34
Skewness ,748 ,913
Kurtosis 1,579 2,000
10% Mean 2,0267 ,14801
95% Confidence Interval for Mean Lower Bound 1,6158
Upper Bound
2,4377
5% Trimmed Mean 2,0422
Median 2,1542
Variance ,110
Std. Deviation ,33097
56
Maximum 2,29
Range ,80
Interquartile Range ,56
Skewness -1,451 ,913
Kurtosis 1,755 2,000
20% Mean 3,3455 ,37717
95% Confidence Interval for Mean Lower Bound 2,2983
Upper Bound
4,3927
5% Trimmed Mean 3,3428
Median 3,1950
Variance ,711
Std. Deviation ,84339
Minimum 2,32
Maximum 4,42
Range 2,11
Interquartile Range 1,60
Skewness ,174 ,913
Kurtosis -1,445 2,000
30% Mean 3,9711 ,27027
95% Confidence Interval for Mean Lower Bound 3,2207
Upper Bound
4,7215
5% Trimmed Mean 3,9718
Median 3,9466
Variance ,365
Std. Deviation ,60435
Minimum 3,19
Maximum 4,74
Range 1,54
Interquartile Range 1,14
Skewness -,012 ,913
Kurtosis -1,046 2,000
40% Mean 3,5599 ,47756
95% Confidence Interval for Mean Lower Bound 2,2340
Upper Bound
4,8858
5% Trimmed Mean 3,5742
Median 3,8363
Variance 1,140
Std. Deviation 1,06785
Minimum 2,23
Maximum 4,63
Range 2,40
Interquartile Range 2,09
Skewness -,389 ,913
Kurtosis -2,558 2,000
GUMMINESS 0% Mean ,0229 ,00526
57
Upper Bound
,0375
5% Trimmed Mean ,0226
Median ,0203
Variance ,000
Std. Deviation ,01177
Minimum ,01
Maximum ,04
Range ,03
Interquartile Range ,02
Skewness 1,070 ,913
Kurtosis 1,468 2,000
10% Mean ,0343 ,00246
95% Confidence Interval for Mean Lower Bound ,0275
Upper Bound
,0411
5% Trimmed Mean ,0344
Median ,0345
Variance ,000
Std. Deviation ,00550
Minimum ,03
Maximum ,04
Range ,01
Interquartile Range ,01
Skewness -,492 ,913
Kurtosis ,410 2,000
20% Mean ,0549 ,00467
95% Confidence Interval for Mean Lower Bound ,0419
Upper Bound
,0679
5% Trimmed Mean ,0549
Median ,0529
Variance ,000
Std. Deviation ,01044
Minimum ,04
Maximum ,07
Range ,03
Interquartile Range ,02
Skewness -,084 ,913
Kurtosis -,172 2,000
30% Mean ,0632 ,00312
95% Confidence Interval for Mean Lower Bound ,0546
Upper Bound
,0719
5% Trimmed Mean ,0635
Median ,0659
Variance ,000
Std. Deviation ,00697
58
Maximum ,07
Range ,02
Interquartile Range ,01
Skewness -1,543 ,913
Kurtosis 2,468 2,000
40% Mean ,0595 ,00522
95% Confidence Interval for Mean Lower Bound ,0450
Upper Bound
,0740
5% Trimmed Mean ,0597
Median ,0610
Variance ,000
Std. Deviation ,01168
Minimum ,04
Maximum ,07
Range ,03
Interquartile Range ,02
Skewness -,383 ,913
Kurtosis -2,028 2,000
Tests of Normality
PERLAKUAN
Kolmogorov-Smirnov(a) Shapiro-Wilk
Statistic df Sig. Statistic df Sig.
HARDNESS 0% ,171 5 ,200(*) ,965 5 ,840
10% ,226 5 ,200(*) ,910 5 ,466
20% ,216 5 ,200(*) ,926 5 ,573
30% ,325 5 ,090 ,854 5 ,208
40% ,202 5 ,200(*) ,967 5 ,858
COHESIVENESS 0% ,187 5 ,200(*) ,922 5 ,540
10% ,255 5 ,200(*) ,819 5 ,114
20% ,273 5 ,200(*) ,914 5 ,489
30% ,206 5 ,200(*) ,943 5 ,685
40% ,308 5 ,136 ,857 5 ,218
SPRINGINESS 0% ,182 5 ,200(*) ,966 5 ,850
10% ,230 5 ,200(*) ,914 5 ,491
20% ,239 5 ,200(*) ,875 5 ,286
30% ,230 5 ,200(*) ,897 5 ,391
40% ,291 5 ,192 ,837 5 ,157
CHEWINESS 0% ,215 5 ,200(*) ,942 5 ,683
10% ,250 5 ,200(*) ,848 5 ,189
20% ,171 5 ,200(*) ,973 5 ,893
30% ,139 5 ,200(*) ,989 5 ,977
40% ,202 5 ,200(*) ,896 5 ,388
GUMMINESS 0% ,208 5 ,200(*) ,940 5 ,664
10% ,167 5 ,200(*) ,986 5 ,964
59
30% ,247 5 ,200(*) ,862 5 ,234
40% ,217 5 ,200(*) ,911 5 ,475
* This is a lower bound of the true significance. a Lilliefors Significance Correction
Descriptives N Mean Std. Deviation Std. Error 95% Confidence Interval for Mean
Minimum Maximum Lower Bound Upper Bound
HARDNESS 0%
5 69,1648 7,80092 3,48868 59,4787 78,8509 57,40 77,73
10%
5 110,3402 14,97668 6,69778 91,7442 128,9362 89,86 125,75
20%
5 170,1140 26,81021 11,98989 136,8247 203,4033 136,09 198,26
30%
5 175,6780 17,21318 7,69797 154,3050 197,0510 151,73 191,35
40%
5 207,862
0 36,16044
16,171 44
162,962 9
252,761
1 167,21 260,53
Total 2
5
146,631
8 55,05433
11,010 87
123,906 5
169,357
1 57,40 260,53
COHESIVENESS 0% 5 ,2787 ,09312 ,04164 ,1631 ,3944 ,13 ,37
10% 5 ,3104 ,01734 ,00776 ,2889 ,3320 ,29 ,33
20% 5 ,3229 ,03578 ,01600 ,2785 ,3673 ,27 ,36
30% 5 ,3362 ,01602 ,00716 ,3163 ,3561 ,32 ,35
40% 5 ,2846 ,02067 ,00924 ,2589 ,3102 ,26 ,31
Total 2
5 ,3066 ,04824 ,00965 ,2867 ,3265 ,13 ,37
SPRINGINESS 0% 5 5,5573 ,56097 ,25087 4,8608 6,2539 4,93 6,39
10% 5 6,0218 ,28396 ,12699 5,6692 6,3744 5,70 6,37
20% 5 6,1614 ,49391 ,22088 5,5481 6,7746 5,49 6,60
30% 5 6,8279 ,33227 ,14860 6,4153 7,2404 6,46 7,20
40% 5 6,0148 ,73635 ,32930 5,1005 6,9291 5,16 6,74
Total 2
5 6,1166 ,62476 ,12495 5,8587 6,3745 4,93 7,20
CHEWINESS 0% 5 1,5012 ,82763 ,37013 ,4735 2,5288 ,50 2,77
10% 5 2,0267 ,33097 ,14801 1,6158 2,4377 1,49 2,29
20% 5 3,3455 ,84339 ,37717 2,2983 4,3927 2,32 4,42
30% 5 3,9711 ,60435 ,27027 3,2207 4,7215 3,19 4,74
40% 5 3,5599 1,06785 ,47756 2,2340 4,8858 2,23 4,63
Total 2
5 2,8809 1,19964 ,23993 2,3857 3,3761 ,50 4,74
GUMMINESS 0% 5 ,0229 ,01177 ,00526 ,0083 ,0375 ,01 ,04
10% 5 ,0343 ,00550 ,00246 ,0275 ,0411 ,03 ,04
20% 5 ,0549 ,01044 ,00467 ,0419 ,0679 ,04 ,07
30% 5 ,0632 ,00697 ,00312 ,0546 ,0719 ,05 ,07
40% 5 ,0595 ,01168 ,00522 ,0450 ,0740 ,04 ,07
Total 2
60
HARDNESS
Duncan
PERLAKUAN N
Subset for alpha = .05
1 2 3 4
0% 5 69,1648
10% 5 110,3402
20% 5 170,1140
30% 5 175,6780
40% 5 207,8620
Sig. 1,000 1,000 ,704 1,000
Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 5,000.
COHESIVENESS
Duncan
PERLAKUAN N
Subset for alpha =
.05
1
0% 5 ,2780
40% 5 ,2820
10% 5 ,3100
20% 5 ,3220
30% 5 ,3360
Sig. ,099
Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 5,000.
SPRINGINESS
Duncan
PERLAKUAN N
Subset for alpha = .05
1 2
0% 5 5,5600
40% 5 6,0160
10% 5 6,0240
20% 5 6,1620 6,1620
30% 5 6,8260
Sig. ,100 ,052
61
CHEWINESS
Duncan
PERLAKUAN N
Subset for alpha = .05
1 2
0% 5 1,5020
10% 5 2,0280
20% 5 3,3460
40% 5 3,5600
30% 5 3,9720
Sig. ,297 ,242
Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 5,000.
GUMMINESS
Duncan
PERLAKUAN N
Subset for alpha = .05
1 2
0% 5 ,02293
10% 5 ,03430
20% 5 ,05489
40% 5 ,05947
30% 5 ,06276
Sig. ,075 ,232
Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 5,000.
(d)
Analisa Data Crumb Colour
Descriptives
PERLAKUAN Statistic Std. Error
Lightness 0% Mean 78,1480 ,42896
95% Confidence
Interval for Mean
Lower Bound
76,9570
Upper Bound
79,3390
5% Trimmed Mean 78,1761
Median 78,2300
Variance ,920
Std. Deviation ,95918
Minimum 76,66
Maximum 79,13
Range 2,47
Interquartile Range 1,69
Skewness -,978 ,913
62
10% Mean 56,9760 ,96104
95% Confidence
Interval for Mean
Lower Bound
54,3077
Upper Bound
59,6443
5% Trimmed Mean 56,9011
Median 56,4700
Variance 4,618
Std. Deviation 2,14896
Minimum 54,80
Maximum 60,50
Range 5,70
Interquartile Range 3,45
Skewness 1,356 ,913
Kurtosis 2,420 2,000
20% Mean 44,7700 ,85891
95% Confidence
Interval for Mean
Lower Bound
42,3853
Upper Bound
47,1547
5% Trimmed Mean 44,7783
Median 45,3500
Variance 3,689
Std. Deviation 1,92059
Minimum 42,16
Maximum 47,23
Range 5,07
Interquartile Range 3,39
Skewness -,215 ,913
Kurtosis -,226 2,000
30% Mean 42,1420 ,59326
95% Confidence
Interval for Mean
Lower Bound
40,4949
Upper Bound
43,7891
5% Trimmed Mean 42,1944
Median 42,7400
Variance 1,760
Std. Deviation 1,32656
Minimum 39,97
Maximum 43,37
Range 3,40
Interquartile Range 2,15
Skewness -1,422 ,913
Kurtosis 2,014 2,000
40% Mean 37,8400 ,56088
95% Confidence
Interval for Mean
Lower Bound
36,2827
Upper Bound
39,3973
63
Median 37,6600
Variance 1,573
Std. Deviation 1,25417
Minimum 36,43
Maximum 39,83
Range 3,40
Interquartile Range 2,04
Skewness 1,038 ,913
Kurtosis 1,964 2,000
a 0% Mean -3,0560 ,27466
95% Confidence
Interval for Mean
Lower Bound
-3,8186
Upper Bound
-2,2934
5% Trimmed Mean -3,0633
Median -3,2700
Variance ,377
Std. Deviation ,61415
Minimum -3,71
Maximum -2,27
Range 1,44
Interquartile Range 1,18
Skewness ,445 ,913
Kurtosis -2,231 2,000
10% Mean -6,6220 ,18260
95% Confidence
Interval for Mean
Lower Bound
-7,1290
Upper Bound
-6,1150
5% Trimmed Mean -6,6156
Median -6,4500
Variance ,167
Std. Deviation ,40831
Minimum -7,20
Maximum -6,16
Range 1,04
Interquartile Range ,73
Skewness -,593 ,913
Kurtosis -,699 2,000
20% Mean -6,0620 ,30246
95% Confidence
Interval for Mean
Lower Bound
-6,9018
Upper Bound
-5,2222
5% Trimmed Mean -6,0700
Median -6,3600
Variance ,457
Std. Deviation ,67633
Minimum -6,78
64
Range 1,58
Interquartile Range 1,28
Skewness ,476 ,913
Kurtosis -2,305 2,000
30% Mean -5,1380 ,40654
95% Confidence
Interval for Mean
Lower Bound
-6,2667
Upper Bound
-4,0093
5% Trimmed Mean -5,1750
Median -5,4800
Variance ,826
Std. Deviation ,90905
Minimum -5,99
Maximum -3,62
Range 2,37
Interquartile Range 1,42
Skewness 1,542 ,913
Kurtosis 2,752 2,000
40% Mean -4,2280 ,26995
95% Confidence
Interval for Mean
Lower Bound -4,9775
Upper Bound
-3,4785
5% Trimmed Mean -4,2600
Median -4,5700
Variance ,364
Std. Deviation ,60363
Minimum -4,66
Maximum -3,22
Range 1,44
Interquartile Range ,96
Skewness 1,632 ,913
Kurtosis 2,323 2,000
b 0% Mean 35,2220 1,11227
95% Confidence
Interval for Mean
Lower Bound
32,1338
Upper Bound
38,3102
5% Trimmed Mean 35,1622
Median 34,4300
Variance 6,186
Std. Deviation 2,48711
Minimum 32,45
Maximum 39,07
Range 6,62
Interquartile Range 4,20
Skewness ,934 ,913
Kurtosis 1,152 2,000
65
95% Confidence
Interval for Mean
Lower Bound
11,6067
Upper Bound
13,4773
5% Trimmed Mean 12,5189
Median 12,3800
Variance ,567
Std. Deviation ,75324
Minimum 11,79
Maximum 13,71
Range 1,92
Interquartile Range 1,34
Skewness 1,026 ,913
Kurtosis ,733 2,000
20% Mean 11,3360 ,41267
95% Confidence
Interval for Mean
Lower Bound
10,1902
Upper Bound
12,4818
5% Trimmed Mean 11,3444
Median 11,6200
Variance ,851
Std. Deviation ,92276
Minimum 10,08
Maximum 12,44
Range 2,36
Interquartile Range 1,69
Skewness -,380 ,913
Kurtosis -,880 2,000
30% Mean 8,8000 ,60267
95% Confidence
Interval for Mean
Lower Bound 7,1267
Upper Bound
10,4733
5% Trimmed Mean 8,8539
Median 9,1800
Variance 1,816
Std. Deviation 1,34761
Minimum 6,54
Maximum 10,09
Range 3,55
Interquartile Range 2,07
Skewness -1,555 ,913
Kurtosis 2,991 2,000
40% Mean 6,8040 ,35908
95% Confidence
Interval for Mean
Lower Bound
5,8070
Upper Bound
7,8010
5% Trimmed Mean 6,8067
66
Variance ,645
Std. Deviation ,80292
Minimum 5,77
Maximum 7,79
Range 2,02
Interquartile Range 1,50
Skewness -,211 ,913
Kurtosis -1,311 2,000
Tests of Normality
PERLAKUAN Kolmogorov-Smirnov(a) Shapiro-Wilk
Statistic df Sig. Statistic df Sig.
Lightness 0% ,202 5 ,200(*) ,939 5 ,659
10% ,268 5 ,200(*) ,899 5 ,406
20% ,219 5 ,200(*) ,970 5 ,873
30% ,274 5 ,200(*) ,870 5 ,266
40% ,256 5 ,200(*) ,934 5 ,623
a 0% ,236 5 ,200(*) ,918 5 ,516
10% ,263 5 ,200(*) ,942 5 ,680
20% ,270 5 ,200(*) ,901 5 ,418
30% ,270 5 ,200(*) ,860 5 ,229
40% ,314 5 ,119 ,786 5 ,062
b 0% ,225 5 ,200(*) ,943 5 ,685
10% ,185 5 ,200(*) ,936 5 ,635
20% ,221 5 ,200(*) ,967 5 ,855
30% ,300 5 ,161 ,862 5 ,234
40% ,211 5 ,200(*) ,964 5 ,836
* This is a lower bound of the true significance. a Lilliefors Significance Correction
Descriptives
N Mean
Std. Deviation
Std. Error
95% Confidence
Interval for Mean Minimum Maximum
Lower Bound
Upper
Bound
Lightness 0% 5 78,1480 ,95918 ,42896 76,9570 79,3390 76,66 79,13
10% 5 56,9760 2,14896 ,96104 54,3077 59,6443 54,80 60,50
20% 5 44,7700 1,92059 ,85891 42,3853 47,1547 42,16 47,23
30% 5 42,1420 1,32656 ,59326 40,4949 43,7891 39,97 43,37
40% 5 37,8400 1,25417 ,56088 36,2827 39,3973 36,43 39,83
Total 25 51,9752 14,91980 2,98396 45,8166 58,1338 36,43 79,13
a 0% 5 -3,0560 ,61415 ,27466 -3,8186 -2,2934 -3,71 -2,27
10% 5 -6,6220 ,40831 ,18260 -7,1290 -6,1150 -7,20 -6,16
20% 5 -6,0620 ,67633 ,30246 -6,9018 -5,2222 -6,78 -5,20
67
40% 5 -4,2280 ,60363 ,26995 -4,9775 -3,4785 -4,66 -3,22
Total 25 -5,0212 1,43645 ,28729 -5,6141 -4,4283 -7,20 -2,27
b 0% 5 35,2220 2,48711 1,11227 32,1338 38,3102 32,45 39,07
10% 5 12,5420 ,75324 ,33686 11,6067 13,4773 11,79 13,71
20% 5 11,3360 ,92276 ,41267 10,1902 12,4818 10,08 12,44
30% 5 8,8000 1,34761 ,60267 7,1267 10,4733 6,54 10,09
40% 5 6,8040 ,80292 ,35908 5,8070 7,8010 5,77 7,79
Total 25 14,9408 10,62667 2,12533 10,5543 19,3273 5,77 39,07
Lightness
Duncan
PERLAKUAN N
Subset for alpha = .05
1 2 3 4 5
40% 5 37,8400
30% 5 42,1420
20% 5 44,7700
10% 5 56,9760
0% 5 78,1480
Sig. 1,000 1,000 1,000 1,000 1,000
Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 5,000.
a
Duncan
PERLAKUAN N
Subset for alpha = .05
1 2 3 4
10% 5 -6,6220
20% 5 -6,0620
30% 5 -5,1380
40% 5 -4,2280
0% 5 -3,0560
Sig. ,196 1,000 1,000 1,000
Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 5,000.
b
Duncan
PERLAKUAN N
Subset for alpha = .05
1 2 3 4
40% 5 6,8040
68
20% 5 11,3360
10% 5 12,5420
0% 5 35,2220
Sig. 1,000 1,000 ,194 1,000
Means for groups in homogeneous subsets are displayed. a Uses Harmonic Mean Sample Size = 5,000.
(e)
Analisa Data Volume Pengembangan, Weight loss, Specific volume
Descriptives
PERLAKUAN Statistic
Std. Error
VOLUME_PENGEMBANGAN 0% Mean 6,7920 ,94019
95%
Confidence Interval for Mean
Lower
Bound 4,1816
Upper
Bound 9,4024
5% Trimmed Mean 6,8026
Median 7,2435
Variance 4,420
Std. Deviation 2,10232
Minimum 4,57
Maximum 8,82
Range 4,25
Interquartile Range 4,17
Skewness -,259 ,913
Kurtosis -3,049 2,000
10% Mean 8,9191 ,44903
95%
Confidence Interval for Mean
Lower Bound
7,6724
Upper
Bound 10,1657
5% Trimmed Mean 8,8989
Median 9,0798
Variance 1,008
Std. Deviation 1,00405
Minimum 7,88
Maximum 10,32
Range 2,43
Interquartile Range 1,87
Skewness ,382 ,913
Kurtosis -1,014 2,000
20% Mean 31,0556 ,88484
95%
Confidence Interval for Mean
Lower Bound
69
Upper
Bound 33,5123
5% Trimmed Mean 31,0554
Median 30,7997
Variance 3,915
Std. Deviation 1,97856
Minimum 28,54
Maximum 33,57
Range 5,03
Interquartile Range 3,72
Skewness ,063 ,913
Kurtosis -1,108 2,000
30% Mean 37,0552 ,41069
95%
Confidence Interval for Mean
Lower Bound
35,9150
Upper
Bound 38,1955
5% Trimmed Mean 37,0075
Median 36,7398
Variance ,843
Std. Deviation ,91832
Minimum 36,35
Maximum 38,62
Range 2,26
Interquartile Range 1,45
Skewness 1,733 ,913
Kurtosis 3,075 2,000
40% Mean 9,6758 ,74571
95%
Confidence Interval for Mean
Lower Bound
7,6054
Upper
Bound 11,7462
5% Trimmed Mean 9,6239
Median 8,8023
Variance 2,780
Std. Deviation 1,66746
Minimum 8,19
Maximum 12,10
Range 3,91
Interquartile Range 3,02
Skewness ,903 ,913
Kurtosis -1,120 2,000
WEIGHT_LOSS 0% Mean 5,8898 ,53071
95%
Confidence Interval for Mean
Lower Bound
70
Upper
Bound 7,3633
5% Trimmed Mean 5,8598
Median 5,8824
Variance 1,408
Std. Deviation 1,18671
Minimum 4,76
Maximum 7,56
Range 2,80
Interquartile Range 2,25
Skewness ,504 ,913
Kurtosis -1,056 2,000
10% Mean 5,8061 ,45952
95%
Confidence Interval for Mean
Lower Bound
4,5303
Upper
Bound 7,0820
5% Trimmed Mean 5,8374
Median 5,8014
Variance 1,056
Std. Deviation 1,02753
Minimum 4,19
Maximum 6,86
Range 2,67
Interquartile Range 1,75
Skewness -1,038 ,913
Kurtosis 1,261 2,000
20% Mean 5,8095 ,27984
95%
Confidence Interval for Mean
Lower Bound
5,0325
Upper
Bound 6,5864
5% Trimmed Mean 5,8068
Median 5,8140
Variance ,392
Std. Deviation ,62574
Minimum 5,00
Maximum 6,67
Range 1,67
Interquartile Range 1,13
Skewness ,146 ,913
Kurtosis ,033 2,000
30% Mean 5,7229 ,24503
95%
Confidence Interval for Mean
Lower Bound
71
Upper
Bound 6,4033
5% Trimmed Mean 5,7254
Median 5,6818
Variance ,300
Std. Deviation ,54790
Minimum 5,11
Maximum 6,29
Range 1,17
Interquartile Range 1,09
Skewness ,048 ,913
Kurtosis -2,830 2,000
40% Mean 5,1315 ,60112
95%
Confidence Interval for Mean
Lower Bound
3,4625
Upper
Bound 6,8004
5% Trimmed Mean 5,1784
Median 5,4217
Variance 1,807
Std. Deviation 1,34414
Minimum 2,91
Maximum 6,51
Range 3,60
Interquartile Range 2,08
Skewness -1,399 ,913
Kurtosis 2,744 2,000
SPECIFIC_VOLUME 0% Mean 2,4645 ,08821
95%
Confidence Interval for Mean
Lower Bound
2,2196
Upper
Bound 2,7094
5% Trimmed Mean 2,4638
Median 2,3875
Variance ,039
Std. Deviation ,19724
Minimum 2,23
Maximum 2,71
Range ,49
Interquartile Range ,36
Skewness ,240 ,913
Kurtosis -1,642 2,000
10% Mean 2,6410 ,10041
95%
Confidence Interval for Mean
Lower Bound
72
Upper
Bound 2,9198
5% Trimmed Mean 2,6491
Median 2,6994
Variance ,050
Std. Deviation ,22451
Minimum 2,28
Maximum 2,86
Range ,58
Interquartile Range ,38
Skewness -1,290 ,913
Kurtosis 1,737