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Lampiran 1. Uji t ayam hutan merah jantan Watutela VS Ngatabaru AHWJ = Ayam hutan Watutela jantan AHNGAJ = Ayam hutan Ngatabaru jantan BB = Bobot badan, PH = Panjang paha, PB = panjang betis, PC= panjang cakar, LC = Lingkar cakar, PS = Panjang sayap, PJ3 = Panjang jari ke-3, PE = panjang ekor, PT = Panjang tubuh total, TJ = Tinggi jengger, PA=panjang paruh atas dan Pbw = Panjang paru bawah Two-sample T for BB AHWJ vs BB AHNGAJ
BB AHWJ BB AHNGAJ
N 15 13
Mean 980 909
StDev 131 153
SE Mean 34 42
Difference = mu (BB AHWJ) - mu (BB AHNGAJ) Estimate for difference: 70.7692 95% CI for difference: (-41.4209, 182.9594) T-Test of difference = 0 (vs not =): T-Value = 1.30 23
P-Value = 0.205
DF =
P-Value = 0.636
DF =
P-Value = 0.007
DF =
P-Value = 0.131
DF =
Two-sample T for P.PH AHWJ vs P.PH AHNGAJ
P.PH AHWJ P.PH AHNGAJ
N 15 13
Mean 83.31 82.68
StDev 3.41 3.43
SE Mean 0.88 0.95
Difference = mu (P.PH AHWJ) - mu (P.PH AHNGAJ) Estimate for difference: 0.622051 95% CI for difference: (-2.048372, 3.292475) T-Test of difference = 0 (vs not =): T-Value = 0.48 25
Two-sample T for P B AHWJ vs P. B AHNGAJ
P B AHWJ P. B AHNGAJ
N 15 13
Mean 122.19 119.08
StDev 2.68 2.87
SE Mean 0.69 0.80
Difference = mu (P B AHWJ) - mu (P. B AHNGAJ) Estimate for difference: 3.10974 95% CI for difference: (0.93118, 5.28831) T-Test of difference = 0 (vs not =): T-Value = 2.95 24 Two-sample T for P.C AHWJ vs P.C AHNGAJ
P.C AHWJ P.C AHNGAJ
N 15 13
Mean 77.83 75.61
StDev 4.22 3.29
SE Mean 1.1 0.91
Difference = mu (P.C AHWJ) - mu (P.C AHNGAJ) Estimate for difference: 2.21897 95% CI for difference: (-0.70994, 5.14789) T-Test of difference = 0 (vs not =): T-Value = 1.56 25
84
Two-sample T for L.C AHWJ vs L.C AHNGAJ
L.C AHWJ L.C AHNGAJ
N 15 13
Mean 32.20 31.31
StDev 2.04 1.32
SE Mean 0.53 0.36
Difference = mu (L.C AHWJ) - mu (L.C AHNGAJ) Estimate for difference: 0.892308 95% CI for difference: (-0.431215, 2.215831) T-Test of difference = 0 (vs not =): T-Value = 1.39 24
P-Value = 0.177
DF =
Two-sample T for P.S AHWJ vs P.S AHNGAJ
P.S AHWJ P.S AHNGAJ
N 15 13
Mean 186.67 193.08
StDev 8.16 4.80
SE Mean 2.1 1.3
Difference = mu (P.S AHWJ) - mu (P.S AHNGAJ) Estimate for difference: -6.41026 95% CI for difference: (-11.56930, -1.25121) T-Test of difference = 0 (vs not =): T-Value = -2.57 23
P-Value = 0.017
DF =
Two-sample T for P J ke-3 AHWJ vs P. J ke 3 AHNGAJ
P J ke-3 AHWJ P. J ke 3 AHNGAJ
N 15 13
Mean 46.17 44.28
StDev 3.48 3.79
SE Mean 0.90 1.1
Difference = mu (P J ke-3 AHWJ) - mu (P. J ke 3 AHNGAJ) Estimate for difference: 1.88974 95% CI for difference: (-0.96269, 4.74218) T-Test of difference = 0 (vs not =): T-Value = 1.37 P-Value = 0.184 24
DF =
Two-sample T for P.E AHWJ vs P.E AHNGAJ
P.E AHWJ P.E AHNGAJ
N 15 13
Mean 390.3 353.1
StDev 54.5 61.3
SE Mean 14 17
Difference = mu (P.E AHWJ) - mu (P.E AHNGAJ) Estimate for difference: 37.2564 95% CI for difference: (-8.2863, 82.7991) T-Test of difference = 0 (vs not =): T-Value = 1.69 24
P-Value = 0.104
DF =
P-Value = 0.099
DF =
Two-sample T for P.T AHWJ vs P.T AHNGAJ
P.T AHWJ P.T AHNGAJ
N 15 13
Mean 754.3 708.8
StDev 67.2 72.4
SE Mean 17 20
Difference = mu (P.T AHWJ) - mu (P.T AHNGAJ) Estimate for difference: 45.4872 95% CI for difference: (-9.2843, 100.2586) T-Test of difference = 0 (vs not =): T-Value = 1.71 24
85
Two-sample T for T. J AHWJ vs T. J AHNGAJ
T. J AHWJ T. J AHNGAJ
N 15 13
Mean 43.1 35.0
StDev 10.2 11.3
SE Mean 2.6 3.1
Difference = mu (T. J AHWJ) - mu (T. J AHNGAJ) Estimate for difference: 8.10667 95% CI for difference: (-0.33784, 16.55118) T-Test of difference = 0 (vs not =): T-Value = 1.98 24
Two-sample T for P.Pa
P.Pa AHWJ P.Pa AHNGAJ
N 15 13
Mean 18.57 17.27
P-Value = 0.059
DF =
P-Value = 0.027
DF =
P-Value = 0.060
DF =
AHWJ vs P.Pa AHNGAJ StDev 1.29 1.56
SE Mean 0.33 0.43
Difference = mu (P.Pa AHWJ) - mu (P.Pa AHNGAJ) Estimate for difference: 1.29744 95% CI for difference: (0.16541, 2.42946) T-Test of difference = 0 (vs not =): T-Value = 2.37 23
Two-sample T for P.Pbw AHWJ vs P.Pbw AHNGAJ
P.Pbw AHWJ P.Pbw AHNGAJ
N 15 13
Mean 11.77 11.000
StDev 1.36 0.577
SE Mean 0.35 0.16
Difference = mu (P.Pbw AHWJ) - mu (P.Pbw AHNGAJ) Estimate for difference: 0.773333 95% CI for difference: (-0.034378, 1.581044) T-Test of difference = 0 (vs not =): T-Value = 2.00 19
86
Lampiran 2. Uji t ayam hutan merah betina Watutela VS Ngatabaru AHWB = Ayam hutan Watutela betina AHNGAB = Ayam hutan Ngatabaru betina BB = Bobot badan, PH = Panjang paha, PB = panjang betis, PC= panjang cakar, LC = Lingkar cakar, PS = Panjang sayap, PJ3 = Panjang jari ke-3, PE = panjang ekor, PT = Panjang tubuh total, TJ = Tinggi jengger, PA=panjang paruh atas dan Pbw = Panjang paru bawah Two-sample T for BB AHWB vs BB AHNGAB N Mean StDev SE Mean BB AHWB 15 592.3 25.5 6.6 BB AHNGAB 11 601.4 21.2 6.4 Difference = mu (BB AHWB) - mu (BB AHNGAB) Estimate for difference: -9.03030 95% CI for difference: (-28.01828, 9.95768) T-Test of difference = 0 (vs not =): T-Value = -0.98 23 Two-sample T for P.PH AHWB vs P.PH AHNGAB N Mean StDev SE Mean P.PH AHWB 15 66.02 7.64 2.0 P.PH AHNGAB 11 69.91 7.40 2.2 Difference = mu (P.PH AHWB) - mu (P.PH AHNGAB) Estimate for difference: -3.88909 95% CI for difference: (-10.06310, 2.28492) T-Test of difference = 0 (vs not =): T-Value = -1.31 22 Two-sample T for P B AHWB vs P. B AHNGAB N Mean StDev SE Mean P B AHWB 15 102.20 1.82 0.47 P. B AHNGAB 11 102.18 1.72 0.52 Difference = mu (P B AHWB) - mu (P. B AHNGAB) Estimate for difference: 0.018182 95% CI for difference: (-1.434083, 1.470447) T-Test of difference = 0 (vs not =): T-Value = 0.03 22 Two-sample T for P.C AHWB vs P.C AHNGA N Mean StDev SE Mean P.C AHWB 15 63.60 1.55 0.40 P.C AHNGA 11 63.64 2.06 0.62 Difference = mu (P.C AHWB) - mu (P.C AHNGA) Estimate for difference: -0.036364 95% CI for difference: (-1.596453, 1.523726) T-Test of difference = 0 (vs not =): T-Value = -0.05 17 Two-sample T for L.C AHWB vs L.C AHNGAB N Mean StDev SE Mean L.C AHWB 15 30.533 0.990 0.26 L.C AHNGAB 11 30.94 1.31 0.40 Difference = mu (L.C AHWB) - mu (L.C AHNGAB) Estimate for difference: -0.403030 95% CI for difference: (-1.397498, 0.591438) T-Test of difference = 0 (vs not =): T-Value = -0.86 17
P-Value = 0.335
DF =
P-Value = 0.205
DF =
P-Value = 0.980
DF =
P-Value = 0.961
DF =
P-Value = 0.404
DF =
87
Two-sample T for P.S AHWB vs P.S AHNGAB
P.S AHWB P.S AHNGAB
N 15 11
Mean 170.00 170.00
StDev 9.45 6.71
SE Mean 2.4 2.0
Difference = mu (P.S AHWB) - mu (P.S AHNGAB) Estimate for difference: 0.000000 95% CI for difference: (-6.555814, 6.555814) T-Test of difference = 0 (vs not =): T-Value = 0.00 23
P-Value = 1.000
DF =
Two-sample T for P J ke-3 AHWB vs P. J ke 3 AHNGAB
P J ke-3 AHWB P. J ke 3 AHNGAB
N 15 11
Mean 39.97 39.40
StDev 1.54 2.27
SE Mean 0.40 0.68
Difference = mu (P J ke-3 AHWB) - mu (P. J ke 3 AHNGAB) Estimate for difference: 0.573333 95% CI for difference: (-1.105459, 2.252126) T-Test of difference = 0 (vs not =): T-Value = 0.72 P-Value = 0.480 16
DF =
Two-sample T for P.E AHWB vs P.E AHNGAB
P.E AHWB P.E AHNGAB
N 15 11
Mean 166.37 167.18
StDev 6.64 5.67
SE Mean 1.7 1.7
Difference = mu (P.E AHWB) - mu (P.E AHNGAB) Estimate for difference: -0.815152 95% CI for difference: (-5.824197, 4.193894) T-Test of difference = 0 (vs not =): T-Value = -0.34 23
P-Value = 0.739
DF =
Two-sample T for P.T AHWB vs P.T AHNGAB
P.T AHWB P.T AHNGAB
N 15 11
Mean 466.00 465.9
StDev 8.70 12.4
SE Mean 2.2 3.7
Difference = mu (P.T AHWB) - mu (P.T AHNGAB) Estimate for difference: 0.090909 95% CI for difference: (-9.163123, 9.344941) T-Test of difference = 0 (vs not =): T-Value = 0.02 16
P-Value = 0.984
DF =
P-Value = 0.485
DF =
Two-sample T for T. J AHWB vs T. J AHNGAB N Mean StDev SE Mean T. J AHWB 15 2.600 0.507 0.13 T. J AHNGAB 11 2.455 0.522 0.16 Difference = mu (T. J AHWB) - mu (T. J AHNGAB) Estimate for difference: 0.145455 95% CI for difference: (-0.280416, 0.571325) T-Test of difference = 0 (vs not =): T-Value = 0.71 21
88
Two-sample T for P.Pa
P.Pa AHWB P.Pa AHNGAB
N 15 11
AHWB vs P.Pa AHNGAB
Mean 16.773 16.764
StDev 0.219 0.304
SE Mean 0.056 0.092
Difference = mu (P.Pa AHWB) - mu (P.Pa AHNGAB) Estimate for difference: 0.009697 95% CI for difference: (-0.217542, 0.236936) T-Test of difference = 0 (vs not =): T-Value = 0.09 17
P-Value = 0.929
DF =
P-Value = 0.421
DF =
Two-sample T for P.Pbw AHWB vs P.Pbw AHNGAB
P.Pbw AHWB P.Pbw AHNGAB
N 15 11
Mean 10.867 10.764
StDev 0.297 0.329
SE Mean 0.077 0.099
Difference = mu (P.Pbw AHWB) - mu (P.Pbw AHNGAB) Estimate for difference: 0.103030 95% CI for difference: (-0.158679, 0.364740) T-Test of difference = 0 (vs not =): T-Value = 0.82 20
89
Lampiran 3. Uji t Ayam kampung jantan Watutela VS Ngatabaru AKJW = Ayam kampung jantan Watutela AKJNGA = Ayam kampung jantan Ngatabaru BB = Bobot badan, PH = Panjang paha, PB = panjang betis, PC= panjang cakar, LC = Lingkar cakar, PS = Panjang sayap, PJ3 = Panjang jari ke-3, PE = panjang ekor, PT = Panjang tubuh total, TJ = Tinggi jengger, PA=panjang paruh atas dan Pbw = Panjang paru bawah Two-sample T for BB AKJW vs BB AKJNGA
BB AKJW BB AKJNGA
N 30 29
Mean 1976 1959
StDev 537 483
SE Mean 98 90
Difference = mu (BB AKJW) - mu (BB AKJNGA) Estimate for difference: 17,0460 95% CI for difference: (-249,2387; 283,3306) T-Test of difference = 0 (vs not =): T-Value = 0,13 56
P-Value = 0,898
DF =
P-Value = 0,560
DF =
P-Value = 0,413
DF =
P-Value = 0,782
DF =
Two-sample T for PH AKJW vs PH AKJNGA PH AKJW PH AKJNGA
N 30 29
Mean 108,62 107,55
StDev 6,51 7,39
SE Mean 1,2 1,4
Difference = mu (PH AKJW) - mu (PH AKJNGA) Estimate for difference: 1,06494 95% CI for difference: (-2,57215; 4,70203) T-Test of difference = 0 (vs not =): T-Value = 0,59 55
Two-sample T for PB AKJW vs PB AKJNGA PB AKJW PB AKJNGA
N 30 29
Mean 155,31 153,41
StDev 7,50 9,95
SE Mean 1,4 1,8
Difference = mu (PB AKJW) - mu (PB AKJNGA) Estimate for difference: 1,89621 95% CI for difference: (-2,71910; 6,51152) T-Test of difference = 0 (vs not =): T-Value = 0,82 52
Two-sample T for PC AKJW vs PC AKJNGA PC AKJW PC AKJNGA
N 30 29
Mean 100,91 100,37
StDev 7,23 7,54
SE Mean 1,3 1,4
Difference = mu (PC AKJW) - mu (PC AKJNGA) Estimate for difference: 0,534253 95% CI for difference: (-3,320055; 4,388561) T-Test of difference = 0 (vs not =): T-Value = 0,28 56
90
Two-sample T for LC AKJW vs LC AKJNGA LC AKJW LC AKJNGA
N 30 29
Mean 46,77 46,72
StDev 4,00 4,47
SE Mean 0,73 0,83
Difference = mu (LC AKJW) - mu (LC AKJNGA) Estimate for difference: 0,042529 95% CI for difference: (-2,172830; 2,257887) T-Test of difference = 0 (vs not =): T-Value = 0,04 55
P-Value = 0,969
DF =
P-Value = 0,436
DF =
P-Value = 0,691
DF =
P-Value = 0,728
DF =
P-Value = 0,584
DF =
Two-sample T for PS AKJW vs PS AKJNGA
PS AKJW PS AKJNGA
N 30 29
Mean 231,0 227,6
StDev 18,4 15,3
SE Mean 3,4 2,8
Difference = mu (PS AKJW) - mu (PS AKJNGA) Estimate for difference: 3,44828 95% CI for difference: (-5,36733; 12,26388) T-Test of difference = 0 (vs not =): T-Value = 0,78 55
Two-sample T for PJ3 AKJW vs PJ3 AKJNGA PJ3 AKJW PJ3 AKJNGA
N 30 29
Mean 58,33 57,83
StDev 5,06 4,58
SE Mean 0,92 0,85
Difference = mu (PJ3 AKJW) - mu (PJ3 AKJNGA) Estimate for difference: 0,502414 95% CI for difference: (-2,014383; 3,019211) T-Test of difference = 0 (vs not =): T-Value = 0,40 56
Two-sample T for PE AKJW vs PE AKJNGA
PE AKJW PE AKJNGA
N 30 29
Mean 293,6 286,4
StDev 78,1 81,2
SE Mean 14 15
Difference = mu (PE AKJW) - mu (PE AKJNGA) Estimate for difference: 7,25402 95% CI for difference: (-34,31208; 48,82012) T-Test of difference = 0 (vs not =): T-Value = 0,35 56
Two-sample T for PT AKJW vs PT AKJNGA PT AKJW PT AKJNGA
N 30 29
Mean 726,1 713,1
StDev 88,2 92,8
SE Mean 16 17
Difference = mu (PT AKJW) - mu (PT AKJNGA) Estimate for difference: 12,9966 95% CI for difference: (-34,2529; 60,2460) T-Test of difference = 0 (vs not =): T-Value = 0,55 56
91
Two-sample T for TJ AKJW vs TJ AKJNGA TJ AKJW TJ AKJNGA
N 30 29
Mean 17,6 17,56
StDev 10,2 9,20
SE Mean 1,9 1,7
Difference = mu (TJ AKJW) - mu (TJ AKJNGA) Estimate for difference: 0,068161 95% CI for difference: (-5,001131; 5,137453) T-Test of difference = 0 (vs not =): T-Value = 0,03 56
P-Value = 0,979
DF =
Two-sample T for PA AKJW vs PA AKJNGA PA AKJW PA AKJNGA
N 30 29
Mean 20,65 20,69
StDev 2,41 2,20
SE Mean 0,44 0,41
Difference = mu (PA AKJW) - mu (PA AKJNGA) Estimate for difference: -0,039655 95% CI for difference: (-1,241541; 1,162231) T-Test of difference = 0 (vs not =): T-Value = -0,07 56
P-Value = 0,948
DF =
P-Value = 0,993
DF =
Two-sample T for PBW AKJW vs PBW AKJNGA PBW AKJW PBW AKJNGA
N 30 29
Mean 12,37 12,38
StDev 1,11 1,06
SE Mean 0,20 0,20
Difference = mu (PBW AKJW) - mu (PBW AKJNGA) Estimate for difference: -0,002529 95% CI for difference: (-0,567237; 0,562180) T-Test of difference = 0 (vs not =): T-Value = -0,01 56
92
Lampiran 4. Uji t Ayam kampung betina Watutela VS Ngata Baru AKBW = Ayam hutan Watutela jantan AKBNGA = Ayam hutan Ngatabaru jantan BB = Bobot badan, PH = Panjang paha, PB = panjang betis, PC= panjang cakar, LC = Lingkar cakar, PS = Panjang sayap, PJ3 = Panjang jari ke-3, PE = panjang ekor, PT = Panjang tubuh total, TJ = Tinggi jengger, PA=panjang paruh atas dan Pbw = Panjang paru bawah Two-sample T for BB AKBW vs BB AKBNGA N Mean StDev SE Mean BB AKBW 30 1442 222 41 BB AKBNGA 30 1359 271 49 Difference = mu (BB AKBW) - mu (BB AKBNGA) Estimate for difference: 82.3333 95% CI for difference: (-45.7786, 210.4453) T-Test of difference = 0 (vs not =): T-Value = 1.29 55 Two-sample T for PH AKBW vs PH AKBNGA N Mean StDev SE Mean PH AKBW 30 89.21 6.14 1.1 PH AKBNGA 30 87.29 6.36 1.2 Difference = mu (PH AKBW) - mu (PH AKBNGA) Estimate for difference: 1.91667 95% CI for difference: (-1.31507, 5.14840) T-Test of difference = 0 (vs not =): T-Value = 1.19 57 Two-sample T for PB AKBW vs PB AKBNGA N Mean StDev SE Mean PB AKBW 30 128.35 5.76 1.1 PB AKBNGA 30 125.16 8.64 1.6 Difference = mu (PB AKBW) - mu (PB AKBNGA) Estimate for difference: 3.18333 95% CI for difference: (-0.62689, 6.99355) T-Test of difference = 0 (vs not =): T-Value = 1.68 50 Two-sample T for PC AKBW vs PC AKBNGA N Mean StDev SE Mean PC AKBW 30 79.68 5.84 1.1 PC AKBNGA 30 77.57 7.32 1.3 Difference = mu (PC AKBW) - mu (PC AKBNGA) Estimate for difference: 2.11000 95% CI for difference: (-1.31781, 5.53781) T-Test of difference = 0 (vs not =): T-Value = 1.23 55
P-Value = 0.203
DF =
P-Value = 0.240
DF =
P-Value = 0.100
DF =
P-Value = 0.223
DF =
P-Value = 0.401
DF =
Two-sample T for LC AKBW vs LC AKBNGA N Mean StDev SE Mean LC AKBW 30 40.73 3.38 0.62 LC AKBNGA 30 39.97 3.63 0.66 Difference = mu (LC AKBW) - mu (LC AKBNGA) Estimate for difference: 0.766667 95% CI for difference: (-1.048464, 2.581797) T-Test of difference = 0 (vs not =): T-Value = 0.85 57
93
Two-sample T for PS AKBW vs PS AKBNGA
PS AKBW PS AKBNGA
N 30 30
Mean 193.3 195.8
StDev 13.7 12.6
SE Mean 2.5 2.3
Difference = mu (PS AKBW) - mu (PS AKBNGA) Estimate for difference: -2.50000 95% CI for difference: (-9.31300, 4.31300) T-Test of difference = 0 (vs not =): T-Value = -0.73 57
P-Value = 0.465
DF =
Two-sample T for PJ3 AKBW vs PJ3 AKBNGA
PJ3 AKBW PJ3 AKBNGA
N 30 30
Mean 51.05 49.23
StDev 5.08 4.04
SE Mean 0.93 0.74
Difference = mu (PJ3 AKBW) - mu (PJ3 AKBNGA) Estimate for difference: 1.82667 95% CI for difference: (-0.54867, 4.20200) T-Test of difference = 0 (vs not =): T-Value = 1.54 55
P-Value = 0.129
DF =
P-Value = 0.044
DF =
P-Value = 0.041
DF =
P-Value = 0.468
DF =
Two-sample T for PE AKBW vs PE AKBNGA
PE AKBW PE AKBNGA
N 30 30
Mean 166.3 158.5
StDev 16.2 13.1
SE Mean 3.0 2.4
Difference = mu (PE AKBW) - mu (PE AKBNGA) Estimate for difference: 7.83333 95% CI for difference: (0.22058, 15.44609) T-Test of difference = 0 (vs not =): T-Value = 2.06 55 Two-sample T for PT AKBW vs PT AKBNGA
PT AKBW PT AKBNGA
N 30 30
Mean 545.3 529.5
StDev 27.1 31.3
SE Mean 4.9 5.7
Difference = mu (PT AKBW) - mu (PT AKBNGA) Estimate for difference: 15.8333 95% CI for difference: (0.6955, 30.9712) T-Test of difference = 0 (vs not =): T-Value = 2.10 56 Two-sample T for TJ AKBW vs TJ AKBNGA
TJ AKBW TJ AKBNGA
N 30 30
Mean 9.83 8.63
StDev 6.58 6.21
SE Mean 1.2 1.1
Difference = mu (TJ AKBW) - mu (TJ AKBNGA) Estimate for difference: 1.20667 95% CI for difference: (-2.10233, 4.51566) T-Test of difference = 0 (vs not =): T-Value = 0.73 57
94
Two-sample T for PA AKBW vs PA
PA AKBW PA AKBNGA
N 30 30
Mean 18.75 18.47
StDev 1.42 1.48
AKBNGA
SE Mean 0.26 0.27
Difference = mu (PA AKBW) - mu (PA AKBNGA) Estimate for difference: 0.280000 95% CI for difference: (-0.470426, 1.030426) T-Test of difference = 0 (vs not =): T-Value = 0.75 57
P-Value = 0.458
DF =
P-Value = 0.174
DF =
Two-sample T for PBW AKBW vs PBW AKBNGA
PBW AKBW PBW AKBNGA
N 30 30
Mean 11.777 11.473
StDev 0.971 0.714
SE Mean 0.18 0.13
Difference = mu (PBW AKBW) - mu (PBW AKBNGA) Estimate for difference: 0.303333 95% CI for difference: (-0.137953, 0.744620) T-Test of difference = 0 (vs not =): T-Value = 1.38 53
95
Lampiran 5.Uji t ayam kapung jantan VS ayam hutan jantan Watutela AKJW = Ayam kampunghutan jantan Watutela AHWJ = Ayam hutan jantan Watutela BB = Bobot badan, PH = Panjang paha, PB = panjang betis, PC= panjang cakar, LC = Lingkar cakar, PS = Panjang sayap, PJ3 = Panjang jari ke-3, PE = panjang ekor, PT = Panjang tubuh total, TJ = Tinggi jengger, PA=panjang paruh atas dan Pbw = Panjang paru bawah Two-sample T for BB AKJW vs BB AHWJ
BB AKJW BB AHWJ
N 30 15
Mean 1976 980
StDev 537 131
SE Mean 98 34
Difference = mu (BB AKJW) - mu (BB AHWJ) Estimate for difference: 995,667 95% CI for difference: (785,045; 1206,288) T-Test of difference = 0 (vs not =): T-Value = 9,60 35
P-Value = 0,000
DF =
Two-sample T for PH AKJW vs P.PH AHWJ
PH AKJW P.PH AHWJ
N 30 15
Mean 108,62 83,31
StDev 6,51 3,41
SE Mean 1,2 0,88
Difference = mu (PH AKJW) - mu (P.PH AHWJ) Estimate for difference: 25,3100 95% CI for difference: (22,3255; 28,2945) T-Test of difference = 0 (vs not =): T-Value = 17,11 42
P-Value = 0,000
DF =
P-Value = 0,000
DF =
P-Value = 0,000
DF =
Two-sample T for PB AKJW vs P B AHWJ
PB AKJW P B AHWJ
N 30 15
Mean 155,31 122,19
StDev 7,50 2,68
SE Mean 1,4 0,69
Difference = mu (PB AKJW) - mu (P B AHWJ) Estimate for difference: 33,1233 95% CI for difference: (30,0203; 36,2264) T-Test of difference = 0 (vs not =): T-Value = 21,57 40 Two-sample T for PC AKJW vs P.C AHWJ N Mean StDev SE Mean PC AKJW 30 100,91 7,23 1,3 P.C AHWJ 15 77,83 4,22 1,1 Difference = mu (PC AKJW) - mu (P.C AHWJ) Estimate for difference: 23,0800 95% CI for difference: (19,6228; 26,5372) T-Test of difference = 0 (vs not =): T-Value = 13,48 41
96
Two-sample T for LC AKJW vs L.C AHWJ N Mean StDev SE Mean LC AKJW 30 46,77 4,00 0,73 L.C AHWJ 15 32,20 2,04 0,53 Difference = mu (LC AKJW) - mu (L.C AHWJ) Estimate for difference: 14,5667 95% CI for difference: (12,7496; 16,3837) T-Test of difference = 0 (vs not =): T-Value = 16,18 42
P-Value = 0,000
DF =
P-Value = 0,000
DF =
Two-sample T for PS AKJW vs P.S AHWJ
PS AKJW P.S AHWJ
N 30 15
Mean 231,0 186,67
StDev 18,4 8,16
SE Mean 3,4 2,1
Difference = mu (PS AKJW) - mu (P.S AHWJ) Estimate for difference: 44,3333 95% CI for difference: (36,3289; 52,3377) T-Test of difference = 0 (vs not =): T-Value = 11,18 42 Two-sample T for PJ3 AKJW vs P J ke-3 AHWJ
PJ3 AKJW P J ke-3 AHWJ
N 30 15
Mean 58,33 46,17
StDev 5,06 3,48
SE Mean 0,92 0,90
Difference = mu (PJ3 AKJW) - mu (P J ke-3 AHWJ) Estimate for difference: 12,1633 95% CI for difference: (9,5558; 14,7708) T-Test of difference = 0 (vs not =): T-Value = 9,44 38
P-Value = 0,000
DF =
Two-sample T for PE AKJW vs P.E AHWJ
PE AKJW P.E AHWJ
N 30 15
Mean 293,6 390,3
StDev 78,1 54,5
SE Mean 14 14
Difference = mu (PE AKJW) - mu (P.E AHWJ) Estimate for difference: -96,7000 95% CI for difference: (-137,2441; -56,1559) T-Test of difference = 0 (vs not =): T-Value = -4,83 38
P-Value = 0,000
DF =
P-Value = 0,241
DF =
Two-sample T for PT AKJW vs P.T AHWJ
PT AKJW P.T AHWJ
N 30 15
Mean 726,1 754,3
StDev 88,2 67,2
SE Mean 16 17
Difference = mu (PT AKJW) - mu (P.T AHWJ) Estimate for difference: -28,2333 95% CI for difference: (-76,2664; 19,7997) T-Test of difference = 0 (vs not =): T-Value = -1,19 35
97
Two-sample T for TJ AKJW vs T. J AHWJ
TJ AKJW T. J AHWJ
N 30 15
Mean 17,6 43,1
StDev 10,2 10,2
SE Mean 1,9 2,6
Difference = mu (TJ AKJW) - mu (T. J AHWJ) Estimate for difference: -25,4833 95% CI for difference: (-32,1109; -18,8558) T-Test of difference = 0 (vs not =): T-Value = -7,88 28 Two-sample T for PA AKJW vs P.Pa
P-Value = 0,000
DF =
AHWJ
N Mean StDev SE Mean PA AKJW 30 20,65 2,41 0,44 P.Pa AHWJ 15 18,57 1,29 0,33 Difference = mu (PA AKJW) - mu (P.Pa AHWJ) Estimate for difference: 2,08333 95% CI for difference: (0,96842; 3,19825) T-Test of difference = 0 (vs not =): T-Value = 3,77 42
P-Value = 0,001
DF =
P-Value = 0,152
DF =
Two-sample T for PBW AKJW vs P.Pbw AHWJ
PBW AKJW P.Pbw AHWJ
N 30 15
Mean 12,37 11,77
StDev 1,11 1,36
SE Mean 0,20 0,35
Difference = mu (PBW AKJW) - mu (P.Pbw AHWJ) Estimate for difference: 0,600000 95% CI for difference: (-0,237902; 1,437902) T-Test of difference = 0 (vs not =): T-Value = 1,48 23
98
Lampiran 6. Uji t ayam kapung jantan VS ayam hutan jantan Ngatabaru AKJNGA = Ayam kampung jantan Ngatabaru AHNGAJ = Ayam hutan Ngatabaru jantan BB = Bobot badan, PH = Panjang paha, PB = panjang betis, PC= panjang cakar, LC = Lingkar cakar, PS = Panjang sayap, PJ3 = Panjang jari ke-3, PE = panjang ekor, PT = Panjang tubuh total, TJ = Tinggi jengger, PA=panjang paruh atas dan Pbw = Panjang paru bawah Two-sample T for BB AKJNGA vs BB AHNGAJ
BB AKJNGA BB AHNGAJ
N 29 13
Mean 1959 909
StDev 483 153
SE Mean 90 42
Difference = mu (BB AKJNGA) - mu (BB AHNGAJ) Estimate for difference: 1049,39 95% CI for difference: (848,33; 1250,45) T-Test of difference = 0 (vs not =): T-Value = 10,58 37
P-Value = 0,000
DF =
P-Value = 0,000
DF =
P-Value = 0,000
DF =
P-Value = 0,000
DF =
Two-sample T for PH AKJNGA vs P.PH AHNGAJ
PH AKJNGA P.PH AHNGAJ
N 29 13
Mean 107,55 82,68
StDev 7,39 3,43
SE Mean 1,4 0,95
Difference = mu (PH AKJNGA) - mu (P.PH AHNGAJ) Estimate for difference: 24,8671 95% CI for difference: (21,4898; 28,2444) T-Test of difference = 0 (vs not =): T-Value = 14,89 39 Two-sample T for PB AKJNGA vs P. B AHNGAJ
PB AKJNGA P. B AHNGAJ
N 29 13
Mean 153,41 119,08
StDev 9,95 2,87
SE Mean 1,8 0,80
Difference = mu (PB AKJNGA) - mu (P. B AHNGAJ) Estimate for difference: 34,3369 95% CI for difference: (30,2569; 38,4168) T-Test of difference = 0 (vs not =): T-Value = 17,07 36 Two-sample T for PC AKJNGA vs P.C AHNGAJ
PC AKJNGA P.C AHNGAJ
N 29 13
Mean 100,37 75,61
StDev 7,54 3,29
SE Mean 1,4 0,91
Difference = mu (PC AKJNGA) - mu (P.C AHNGAJ) Estimate for difference: 24,7647 95% CI for difference: (21,3839; 28,1456) T-Test of difference = 0 (vs not =): T-Value = 14,82 39
99
Two-sample T for LC AKJNGA vs L.C AHNGAJ
LC AKJNGA L.C AHNGAJ
N 29 13
Mean 46,72 31,31
StDev 4,47 1,32
SE Mean 0,83 0,36
Difference = mu (LC AKJNGA) - mu (L.C AHNGAJ) Estimate for difference: 15,4164 95% CI for difference: (13,5771; 17,2558) T-Test of difference = 0 (vs not =): T-Value = 17,00 36
P-Value = 0,000
DF =
P-Value = 0,000
DF =
P-Value = 0,000
DF =
P-Value = 0,006
DF =
Two-sample T for PS AKJNGA vs P.S AHNGAJ
PS AKJNGA P.S AHNGAJ
N 29 13
Mean 227,6 193,08
StDev 15,3 4,80
SE Mean 2,8 1,3
Difference = mu (PS AKJNGA) - mu (P.S AHNGAJ) Estimate for difference: 34,4748 95% CI for difference: (28,1195; 40,8301) T-Test of difference = 0 (vs not =): T-Value = 10,99 37
Two-sample T for PJ3 AKJNGA vs P. J ke 3 AHNGAJ
PJ3 AKJNGA P. J ke 3 AHNGAJ
N 29 13
Mean 57,83 44,28
StDev 4,58 3,79
SE Mean 0,85 1,1
Difference = mu (PJ3 AKJNGA) - mu (P. J ke 3 AHNGAJ) Estimate for difference: 13,5507 95% CI for difference: (10,7754; 16,3260) T-Test of difference = 0 (vs not =): T-Value = 10,02 27 Two-sample T for PE AKJNGA vs P.E AHNGAJ
PE AKJNGA P.E AHNGAJ
N 29 13
Mean 286,4 353,1
StDev 81,2 61,3
SE Mean 15 17
Difference = mu (PE AKJNGA) - mu (P.E AHNGAJ) Estimate for difference: -66,6976 95% CI for difference: (-113,1048; -20,2904) T-Test of difference = 0 (vs not =): T-Value = -2,94 30
100
Two-sample T for PT AKJNGA vs P.T AHNGAJ
PT AKJNGA P.T AHNGAJ
N 29 13
Mean 713,1 708,8
StDev 92,8 72,4
SE Mean 17 20
Difference = mu (PT AKJNGA) - mu (P.T AHNGAJ) Estimate for difference: 4,25729 95% CI for difference: (-49,88407; 58,39866) T-Test of difference = 0 (vs not =): T-Value = 0,16 29
P-Value = 0,873
DF =
Two-sample T for TJ AKJNGA vs T. J AHNGAJ
TJ AKJNGA T. J AHNGAJ
N 29 13
Mean 17,56 35,0
StDev 9,20 11,3
SE Mean 1,7 3,1
Difference = mu (TJ AKJNGA) - mu (T. J AHNGAJ) Estimate for difference: -17,4448 95% CI for difference: (-24,8967; -9,9929) T-Test of difference = 0 (vs not =): T-Value = -4,90 19 Two-sample T for PA AKJNGA vs P.Pa AHNGAJ
PA AKJNGA P.Pa AHNGAJ
N 29 13
Mean 20,69 17,27
StDev 2,20 1,56
P-Value = 0,000
DF =
SE Mean 0,41 0,43
Difference = mu (PA AKJNGA) - mu (P.Pa AHNGAJ) Estimate for difference: 3,42042 95% CI for difference: (2,20660; 4,63425) T-Test of difference = 0 (vs not =): T-Value = 5,75 31
P-Value = 0,000
DF =
P-Value = 0,000
DF =
Two-sample T for PBW AKJNGA vs P.Pbw AHNGAJ
PBW AKJNGA P.Pbw AHNGAJ
N 29 13
Mean 12,38 11,000
StDev 1,06 0,577
SE Mean 0,20 0,16
Difference = mu (PBW AKJNGA) - mu (P.Pbw AHNGAJ) Estimate for difference: 1,37586 95% CI for difference: (0,86242; 1,88930) T-Test of difference = 0 (vs not =): T-Value = 5,42 38
101
Lampiran 7 Uji t ayam kampung VS ayam hutan merah betina Watutela AKBW = Ayam kampung betina Watutela AHWB = Ayam hutan Watutela betina BB = Bobot badan, PH = Panjang paha, PB = panjang betis, PC= panjang cakar, LC = Lingkar cakar, PS = Panjang sayap, PJ3 = Panjang jari ke-3, PE = panjang ekor, PT = Panjang tubuh total, TJ = Tinggi jengger, PA=panjang paruh atas dan Pbw = Panjang paru bawah Two-sample T for BB AKBW vs BB AHWB
BB AKBW BB AHWB
N 30 15
Mean 1442 592,3
StDev 222 25,5
SE Mean 41 6,6
Difference = mu (BB AKBW) - mu (BB AHWB) Estimate for difference: 849,167 95% CI for difference: (765,363; 932,970) T-Test of difference = 0 (vs not =): T-Value = 20,69 30
P-Value = 0,000
DF =
P-Value = 0,000
DF =
P-Value = 0,000
DF =
P-Value = 0,000
DF =
Two-sample T for PH AKBW vs P.PH AHWB
PH AKBW P.PH AHWB
N 30 15
Mean 89,21 66,02
StDev 6,14 7,64
SE Mean 1,1 2,0
Difference = mu (PH AKBW) - mu (P.PH AHWB) Estimate for difference: 23,1900 95% CI for difference: (18,4974; 27,8826) T-Test of difference = 0 (vs not =): T-Value = 10,22 23 Two-sample T for PB AKBW vs P B AHWB
PB AKBW P B AHWB
N 30 15
Mean 128,35 102,20
StDev 5,76 1,82
SE Mean 1,1 0,47
Difference = mu (PB AKBW) - mu (P B AHWB) Estimate for difference: 26,1467 95% CI for difference: (23,8134; 28,4799) T-Test of difference = 0 (vs not =): T-Value = 22,69 38 Two-sample T for PC AKBW vs P.C AHWB
PC AKBW P.C AHWB
N 30 15
Mean 79,68 63,60
StDev 5,84 1,55
SE Mean 1,1 0,40
Difference = mu (PC AKBW) - mu (P.C AHWB) Estimate for difference: 16,0767 95% CI for difference: (13,7665; 18,3868) T-Test of difference = 0 (vs not =): T-Value = 14,11 36
102
Two-sample T for LC AKBW vs L.C AHWB
LC AKBW L.C AHWB
N 30 15
Mean 40,73 30,533
StDev 3,38 0,990
SE Mean 0,62 0,26
Difference = mu (LC AKBW) - mu (L.C AHWB) Estimate for difference: 10,2000 95% CI for difference: (8,8456; 11,5544) T-Test of difference = 0 (vs not =): T-Value = 15,26 37
P-Value = 0,000
DF =
Two-sample T for PS AKBW vs P.S AHWB
PS AKBW P.S AHWB
N 30 15
Mean 193,3 170,00
StDev 13,7 9,45
SE Mean 2,5 2,4
Difference = mu (PS AKBW) - mu (P.S AHWB) Estimate for difference: 23,3333 95% CI for difference: (16,2520; 30,4146) T-Test of difference = 0 (vs not =): T-Value = 6,67 38
P-Value = 0,000
DF =
Two-sample T for PJ3 AKBW vs P J ke-3 AHWB
PJ3 AKBW P J ke-3 AHWB
N 30 15
Mean 51,05 39,97
StDev 5,08 1,54
SE Mean 0,93 0,40
Difference = mu (PJ3 AKBW) - mu (P J ke-3 AHWB) Estimate for difference: 11,0800 95% CI for difference: (9,0348; 13,1252) T-Test of difference = 0 (vs not =): T-Value = 10,98 37
P-Value = 0,000
DF =
P-Value = 0,992
DF =
P-Value = 0,000
DF =
Two-sample T for PE AKBW vs P.E AHWB
PE AKBW P.E AHWB
N 30 15
Mean 166,3 166,37
StDev 16,2 6,64
SE Mean 3,0 1,7
Difference = mu (PE AKBW) - mu (P.E AHWB) Estimate for difference: -0,033333 95% CI for difference: (-6,932662; 6,865995) T-Test of difference = 0 (vs not =): T-Value = -0,01 41 Two-sample T for PT AKBW vs P.T AHWB
PT AKBW P.T AHWB
N 30 15
Mean 545,3 466,00
StDev 27,1 8,70
SE Mean 4,9 2,2
Difference = mu (PT AKBW) - mu (P.T AHWB) Estimate for difference: 79,3000 95% CI for difference: (68,3071; 90,2929) T-Test of difference = 0 (vs not =): T-Value = 14,60 38
103
Two-sample T for TJ AKBW vs T. J AHWB
TJ AKBW T. J AHWB
N 30 15
Mean 9,83 2,600
StDev 6,58 0,507
SE Mean 1,2 0,13
Difference = mu (TJ AKBW) - mu (T. J AHWB) Estimate for difference: 7,23333 95% CI for difference: (4,76176; 9,70491) T-Test of difference = 0 (vs not =): T-Value = 5,99 29
Two-sample T for PA AKBW vs P.Pa
PA AKBW P.Pa AHWB
N 30 15
Mean 18,75 16,773
StDev 1,42 0,219
P-Value = 0,000
DF =
P-Value = 0,000
DF =
P-Value = 0,000
DF =
AHWB
SE Mean 0,26 0,056
Difference = mu (PA AKBW) - mu (P.Pa AHWB) Estimate for difference: 1,97333 95% CI for difference: (1,43087; 2,51580) T-Test of difference = 0 (vs not =): T-Value = 7,42 31
Two-sample T for PBW AKBW vs P.Pbw AHWB
PBW AKBW P.Pbw AHWB
N 30 15
Mean 11,777 10,867
StDev 0,971 0,297
SE Mean 0,18 0,077
Difference = mu (PBW AKBW) - mu (P.Pbw AHWB) Estimate for difference: 0,910000 95% CI for difference: (0,519072; 1,300928) T-Test of difference = 0 (vs not =): T-Value = 4,71 38
104
Lampiran 8. Uji t ayam kapung VS ayam hutan merah betina Ngatabaru AKBNGA = Ayam kampung betina Ngatabaru AHNGAB = Ayam hutan Ngatabaru Betina BB = Bobot badan, PH = Panjang paha, PB = panjang betis, PC= panjang cakar, LC = Lingkar cakar, PS = Panjang sayap, PJ3 = Panjang jari ke-3, PE = panjang ekor, PT = Panjang tubuh total, TJ = Tinggi jengger, PA=panjang paruh atas dan Pbw = Panjang paru bawah Two-sample T for BB AKBNGA vs BB AHNGAB
BB AKBNGA BB AHNGAB
N 30 11
Mean 1359 601,4
StDev 271 21,2
SE Mean 49 6,4
Difference = mu (BB AKBNGA) - mu (BB AHNGAB) Estimate for difference: 757,803 95% CI for difference: (655,807; 859,799) T-Test of difference = 0 (vs not =): T-Value = 15,20 29
P-Value = 0,000
DF =
Two-sample T for PH AKBNGA vs P.PH AHNGAB
PH AKBNGA P.PH AHNGAB
N 30 11
Mean 87,29 69,91
StDev 6,36 7,40
SE Mean 1,2 2,2
Difference = mu (PH AKBNGA) - mu (P.PH AHNGAB) Estimate for difference: 17,3842 95% CI for difference: (12,0252; 22,7433) T-Test of difference = 0 (vs not =): T-Value = 6,91 15
P-Value = 0,000
DF =
Two-sample T for PB AKBNGA vs P. B AHNGAB
PB AKBNGA P. B AHNGAB
N 30 11
Mean 125,16 102,18
StDev 8,64 1,72
SE Mean 1,6 0,52
Difference = mu (PB AKBNGA) - mu (P. B AHNGAB) Estimate for difference: 22,9815 95% CI for difference: (19,6050; 26,3580) T-Test of difference = 0 (vs not =): T-Value = 13,83 34
P-Value = 0,000
DF =
Two-sample T for PC AKBNGA vs P.C AHNGA N Mean StDev SE Mean PC AKBNGA 30 77,57 7,32 1,3 P.C AHNGA 11 63,64 2,06 0,62 Difference = mu (PC AKBNGA) - mu (P.C AHNGA) Estimate for difference: 13,9303 95% CI for difference: (10,9422; 16,9185) T-Test of difference = 0 (vs not =): T-Value = 9,45 37
P-Value = 0,000
DF =
105
Two-sample T for LC AKBNGA vs L.C AHNGAB
LC AKBNGA L.C AHNGAB
N 30 11
Mean 39,97 30,94
StDev 3,63 1,31
SE Mean 0,66 0,40
Difference = mu (LC AKBNGA) - mu (L.C AHNGAB) Estimate for difference: 9,03030 95% CI for difference: (7,46618; 10,59443) T-Test of difference = 0 (vs not =): T-Value = 11,69 38
P-Value = 0,000
DF =
Two-sample T for PS AKBNGA vs P.S AHNGAB
PS AKBNGA P.S AHNGAB
N 30 11
Mean 195,8 170,00
StDev 12,6 6,71
SE Mean 2,3 2,0
Difference = mu (PS AKBNGA) - mu (P.S AHNGAB) Estimate for difference: 25,8333 95% CI for difference: (19,6013; 32,0654) T-Test of difference = 0 (vs not =): T-Value = 8,43 33
P-Value = 0,000
DF =
Two-sample T for PJ3 AKBNGA vs P. J ke 3 AHNGAB
PJ3 AKBNGA P. J ke 3 AHNGAB
N 30 11
Mean 49,23 39,40
StDev 4,04 2,27
SE Mean 0,74 0,68
Difference = mu (PJ3 AKBNGA) - mu (P. J ke 3 AHNGAB) Estimate for difference: 9,82667 95% CI for difference: (7,77378; 11,87955) T-Test of difference = 0 (vs not =): T-Value = 9,76 P-Value = 0,000 31
DF =
Two-sample T for PE AKBNGA vs P.E AHNGAB
PE AKBNGA P.E AHNGAB
N 30 11
Mean 158,5 167,18
StDev 13,1 5,67
SE Mean 2,4 1,7
Difference = mu (PE AKBNGA) - mu (P.E AHNGAB) Estimate for difference: -8,68182 95% CI for difference: (-14,63146; -2,73218) T-Test of difference = 0 (vs not =): T-Value = -2,96 37
P-Value = 0,005
DF =
Two-sample T for PT AKBNGA vs P.T AHNGAB
PT AKBNGA P.T AHNGAB
N 30 11
Mean 529,5 465,9
StDev 31,3 12,4
SE Mean 5,7 3,7
Difference = mu (PT AKBNGA) - mu (P.T AHNGAB) Estimate for difference: 63,5576 95% CI for difference: (49,7275; 77,3876) T-Test of difference = 0 (vs not =): T-Value = 9,30 38
P-Value = 0,000
DF =
106
Two-sample T for TJ AKBNGA vs T. J AHNGAB
TJ AKBNGA T. J AHNGAB
N 30 11
Mean 8,63 2,455
StDev 6,21 0,522
SE Mean 1,1 0,16
Difference = mu (TJ AKBNGA) - mu (T. J AHNGAB) Estimate for difference: 6,17212 95% CI for difference: (3,83268; 8,51157) T-Test of difference = 0 (vs not =): T-Value = 5,39 30 Two-sample T for PA
PA AKBNGA P.Pa AHNGAB
N 30 11
P-Value = 0,000
DF =
P-Value = 0,000
DF =
P-Value = 0,000
DF =
AKBNGA vs P.Pa AHNGAB
Mean 18,47 16,764
StDev 1,48 0,304
SE Mean 0,27 0,092
Difference = mu (PA AKBNGA) - mu (P.Pa AHNGAB) Estimate for difference: 1,70303 95% CI for difference: (1,12359; 2,28247) T-Test of difference = 0 (vs not =): T-Value = 5,97 34 Two-sample T for PBW AKBNGA vs P.Pbw AHNGAB
PBW AKBNGA P.Pbw AHNGAB
N 30 11
Mean 11,473 10,764
StDev 0,714 0,329
SE Mean 0,13 0,099
Difference = mu (PBW AKBNGA) - mu (P.Pbw AHNGAB) Estimate for difference: 0,709697 95% CI for difference: (0,377345; 1,042049) T-Test of difference = 0 (vs not =): T-Value = 4,33 36
107
Lampiran 9. Analisis Komponen Utama ayam hutan merah jantan di Watutela dan Ngatabaru Eigenanalysis of the Covariance Matrix Eigenvalue Proportion Cumulative
8526,8 0,946 0,946
Eigenvalue Proportion Cumulative
1,0 0,000 1,000
313,0 0,035 0,981
94,3 0,010 0,991
34,4 0,004 0,995
PC4 -0,131 -0,105 -0,075 0,076 0,944 -0,063 0,204 -0,153 -0,014 -0,002 -0,026
19,1 0,002 0,997
10,4 0,001 0,999
6,5 0,001 0,999
3,4 0,000 1,000
2,1 0,000 1,000
0,4 0,000 1,000
Variable Paha Betis Cakar Lingkar PS j3 pe pt tj pa pb
PC1 0,015 0,012 0,006 0,008 -0,006 0,007 0,631 0,773 0,068 0,004 0,005
PC2 0,021 0,064 0,070 -0,009 0,277 0,036 -0,741 0,603 0,027 0,014 -0,010
PC3 -0,130 -0,091 -0,106 -0,094 -0,037 -0,124 -0,001 0,092 -0,963 -0,041 -0,018
Variable Paha Betis Cakar Lingkar PS j3 pe pt tj pa pb
PC9 -0,144 0,088 0,196 -0,265 0,006 -0,049 0,013 -0,006 0,063 -0,794 -0,475
PC10 -0,223 -0,190 0,085 -0,843 0,021 0,061 0,014 -0,006 0,097 0,406 -0,135
PC11 -0,017 0,093 0,017 -0,332 0,053 -0,046 0,006 -0,009 0,027 -0,377 0,856
PC5 -0,083 -0,333 -0,654 -0,033 -0,104 -0,610 -0,093 0,076 0,212 -0,097 -0,040
PC6 -0,695 0,200 0,415 0,215 -0,082 -0,464 -0,008 0,008 0,063 0,159 0,088
PC7 -0,443 0,567 -0,577 -0,026 -0,016 0,382 -0,003 0,001 0,024 0,013 -0,043
PC8 0,457 0,671 0,002 -0,216 0,101 -0,488 0,051 -0,048 -0,055 0,158 -0,110
108
Lampiran 10. Analisis Komponen Utama ayam hutan merah betina di Watutela dan Ngatabaru Eigenanalysis of the Covariance Matrix Eigenvalue Proportion Cumulative
132,41 0,474 0,474
Eigenvalue Proportion Cumulative
0,06 0,000 1,000
98,46 0,352 0,826
30,28 0,108 0,935
13,93 0,050 0,984
PC4 0,025 0,003 -0,080 -0,144 -0,034 0,036 -0,866 -0,467 0,039 0,030 0,008
2,43 0,009 0,993
1,07 0,004 0,997
0,49 0,002 0,999
0,19 0,001 0,999
0,08 0,000 1,000
0,02 0,000 1,000
Variable Paha Betis Cakar Lingkar PS j3 pe pt tj pa pb
PC1 0,027 0,017 -0,017 -0,039 -0,156 0,118 -0,449 0,870 0,011 0,012 0,004
PC2 0,652 0,136 0,123 0,036 0,727 0,039 -0,065 0,072 -0,029 -0,000 0,015
PC3 0,736 0,031 0,008 0,046 -0,648 -0,153 0,073 -0,079 -0,018 -0,012 -0,004
Variable Paha Betis Cakar Lingkar PS j3 pe pt tj pa pb
PC9 -0,009 -0,053 0,028 -0,097 -0,030 0,118 0,004 -0,016 -0,755 0,118 0,623
PC10 -0,004 -0,050 0,130 -0,104 0,018 -0,249 0,022 0,032 0,579 0,386 0,650
PC11 -0,011 0,037 -0,012 -0,036 0,006 -0,051 -0,018 0,005 0,162 -0,909 0,376
PC5 -0,156 0,573 0,720 0,315 -0,109 -0,056 -0,100 -0,041 -0,061 -0,006 -0,005
PC6 -0,065 -0,254 -0,090 0,452 0,112 -0,794 -0,158 0,075 -0,207 -0,029 -0,034
PC7 -0,055 0,753 -0,527 -0,226 0,022 -0,296 0,053 0,038 -0,060 0,063 0,025
PC8 0,015 0,116 -0,396 0,773 -0,025 0,399 -0,034 -0,055 0,129 0,069 0,214
109
Lampiran 11. Analisis Komponen Utama ayam kampung jantan di Watutela dan Ngatabaru Eigenanalysis of the Covariance Matrix Eigenvalue Proportion Cumulative
13973 0,935 0,935
602 0,040 0,976
Eigenvalue Proportion Cumulative
2 0,000 1,000
1 0,000 1,000
194 0,013 0,989
Variable Paha Betis Cakar Lingkar PS j3 pe pt tj pa pb
PC1 0,028 0,039 0,017 0,030 0,038 0,000 0,654 0,753 0,029 0,002 -0,001
PC2 0,195 0,209 0,178 0,028 0,471 0,073 -0,631 0,497 0,106 0,047 0,010
PC3 -0,082 -0,092 -0,125 0,014 -0,795 -0,041 -0,362 0,354 0,284 0,004 0,007
Variable Paha Betis Cakar Lingkar PS j3 pe pt tj pa pb
PC9 -0,331 -0,041 0,052 0,566 0,045 0,197 -0,054 0,040 -0,068 -0,710 -0,110
PC10 0,165 -0,045 0,130 -0,741 -0,036 0,125 0,004 0,021 0,034 -0,621 -0,026
PC11 0,015 0,068 -0,105 0,053 0,009 -0,068 -0,001 -0,000 -0,029 -0,143 0,978
74 0,005 0,994
46 0,003 0,997
PC4 -0,039 -0,216 -0,387 0,011 0,307 -0,097 0,082 -0,097 0,821 -0,083 -0,023
21 0,001 0,998
PC5 -0,283 -0,570 -0,472 -0,181 0,202 -0,170 -0,182 0,223 -0,432 0,022 -0,020
14 0,001 0,999
PC6 -0,275 0,441 0,002 -0,083 0,027 -0,825 -0,025 0,012 -0,019 -0,170 -0,105
9 0,001 1,000
PC7 0,411 -0,580 0,482 0,212 -0,019 -0,454 0,006 -0,010 0,035 -0,091 0,031
3 0,000 1,000
PC8 -0,700 -0,191 0,563 -0,204 0,076 0,091 0,002 0,018 0,194 0,208 0,137
110
Lampiran 12. Analisis Komponen Utama ayam kampung betina di Watutela dan Ngatabaru Eigenanalysis of the Covariance Matrix Eigenvalue Proportion Cumulative
1052,9 0,691 0,691
Eigenvalue Proportion Cumulative
1,6 0,001 1,000
181,7 0,119 0,811
130,5 0,086 0,896
58,3 0,038 0,935
PC4 -0,028 0,704 0,634 0,073 -0,038 0,192 0,101 -0,214 0,020 0,036 0,002
39,8 0,026 0,961
25,7 0,017 0,978
14,0 0,009 0,987
11,4 0,007 0,994
6,6 0,004 0,999
0,6 0,000 1,000
Variable Paha Betis Cakar Lingkar PS j3 pe pt tj pa pb
PC1 0,067 0,127 0,110 0,040 0,187 0,072 0,283 0,919 0,020 0,012 -0,000
PC2 0,203 0,122 0,015 -0,015 0,631 0,096 -0,726 0,053 0,074 0,014 -0,005
PC3 -0,173 0,106 0,048 0,099 -0,681 -0,090 -0,598 0,315 0,136 0,002 -0,003
Variable Paha Betis Cakar Lingkar PS j3 pe pt tj pa pb
PC9 0,123 0,312 -0,321 0,761 0,079 -0,436 0,073 -0,051 0,021 -0,031 0,012
PC10 -0,055 0,038 -0,037 0,025 0,005 0,145 -0,001 0,002 0,014 -0,954 -0,251
PC11 -0,026 -0,006 0,025 -0,013 0,011 -0,009 -0,011 0,006 -0,015 -0,255 0,966
PC5 0,306 0,035 -0,096 -0,123 -0,061 0,031 0,132 -0,061 0,924 -0,005 0,025
PC6 -0,833 -0,062 0,129 0,001 0,302 -0,300 0,016 0,004 0,321 0,008 -0,025
PC7 -0,290 0,515 -0,672 -0,242 -0,010 0,354 0,032 0,005 -0,043 0,100 0,039
PC8 -0,182 -0,304 0,026 0,575 0,003 0,716 -0,004 -0,032 0,125 0,113 0,038
