58
Lampiran 1 KUISIONER
ANGKET/KUISIONER
“PENGARUH PENERAPAN STRATEGI MARKETING MIX TERHADAP
PENDAPATAN PREMI ASURANSI DENGAN METODE ANALISIS FAKTOR”
IDENTITAS RESPONDEN
Nama Perusahaan :
Alamat :
Contact Pearson : Posisi/Jabatan :
PETUNJUK PENGISIAN
1. Mohon dengan hormat dan kesediaan Bapak/ Ibu untuk menjawa b seluruh pertanyaan yang ada.
2. Lingkari jawaban yang dipilih sesuai dengan kenyataan yang anda rasakan dan anda ketahui mengenai Asuransi ASEI.
3. Tabel kuisioner adalah jawaban mengenai produk, harga, lokasi, promosi, sumber daya manusia, proses, klaim, brand image, bentuk fisik Asuransi ASEI. Dengan pilihan jawaban sebagai berikut:
5 = Sangat setuju 4 = Setuju
3 = Ragu-ragu / tidak tahu 2 = Kurang Setuju
1 = Tidak Setuju Tabel Kuisioner
No Pernyataan Skala
5 4 3 2 1
1
Produk yang ditawarkan oleh Asuransi ASEI mudah dimengerti, bervariasi dan sudah sesuai dengan kebutuhan nasabah/tertanggung.
5 4 3 2 1
2
Harga Rate Premi yang diberikan oleh Asuransi ASEi relatif murah dan tidak memberatkan nasabah/tertanggung
5 4 3 2 1
3
Asuransi ASEI sering mengadakan promosi seperti memberikan discount premi, mengadakan customer gathering serta
59 4
Lokasi kantor Asuransi ASEI aman dan mudah dijangkau serta fasilitas ruang tunggu yang nyaman
5 4 3 2 1
5
Marketing ASEI menguasai produk dengan baik dan mampu berkomunikasi ataupun menjalin hubungan relasi yang baik dengan nasabah/tertanggung
5 4 3 2 1
6
Proses akseptasi untuk penutupan polis baru Asuransi ASEI cepat dan mudah begitu juga dengan proses klaimnya
5 4 3 2 1
7
Asuransi ASEI memiliki bukti fisik seperti gedung kantor, logo perusahaan, kartu nama, memliki kantor cabang yang ada di beberapa provinsi di indonesia dan atribut lainnya yang dapat meyakinkan nasabah
8
Asuransi ASEI sudah dikenal dikalangan perbankan dan industry juga dikenal sebagai asuransi yang kompeten. .
60
Lampiran 2 Data Kuisioner
A. DATA ASLI HASIL KUISIONER
Nomor
Responden X₁ X₂ X₃ X₄ X₅ X₆ X₇ X₈
1 4 5 3 5 4 3 3 2
2 4 5 3 4 5 5 4 4
3 4 4 3 4 4 4 4 3
4 3 4 2 5 4 3 2 3
5 4 4 2 4 4 4 4 2
6 3 3 3 3 3 3 3 4
7 4 3 3 4 3 4 3 2
8 4 3 1 4 3 2 4 1
9 4 2 3 4 4 4 4 3
10 3 3 3 3 5 3 3 4
11 3 3 1 3 3 2 4 1
12 3 3 3 3 3 3 3 3
13 4 4 3 4 4 4 4 4
14 2 2 3 2 5 2 2 3
15 2 2 5 5 5 2 5 5
16 1 1 5 1 1 3 1 4
17 2 4 5 2 4 2 2 5
18 4 4 4 4 4 4 4 4
19 5 5 5 5 5 5 5 5
20 5 4 4 5 4 5 5 4
21 4 4 4 4 4 4 4 3
22 4 4 4 4 5 4 4 4
23 4 4 4 4 5 4 3 5
24 5 4 5 5 4 5 5 5
25 4 4 5 4 4 4 4 4
26 5 4 5 5 5 5 5 4
27 5 4 5 5 4 5 5 5
28 5 5 5 5 5 5 5 5
29 3 4 5 3 4 3 3 3
30 4 5 5 4 5 4 4 5
31 3 3 5 3 3 3 3 4
32 4 5 5 4 5 4 4 5
33 2 3 5 2 3 2 2 3
34 3 4 5 3 4 3 3 5
35 4 3 4 4 3 4 4 4
36 4 5 4 4 5 4 4 4
37 5 5 5 5 5 5 5 5
61
39 5 5 4 5 5 5 5 4
40 4 5 5 4 5 4 4 3
41 4 5 5 4 5 4 4 4
42 4 5 5 4 5 3 4 5
43 4 5 4 4 5 4 4 4
44 3 4 5 3 4 3 3 5
45 4 5 3 4 5 4 5 3
46 4 5 4 4 5 3 4 4
47 4 5 3 4 5 4 4 3
48 2 4 2 2 4 2 2 2
49 1 3 3 1 3 1 1 3
50 2 4 2 2 4 2 2 2
51 3 4 3 3 3 3 3 3
52 3 4 3 3 4 3 3 4
53 3 4 3 3 4 3 3 3
54 4 5 5 4 5 4 4 5
55 4 5 5 4 5 4 4 4
56 4 5 5 4 5 3 4 4
57 4 4 5 4 4 5 3 5
58 4 4 4 4 4 4 4 4
59 4 4 4 4 4 4 5 4
60 4 4 4 4 4 4 4 3
61 5 4 4 5 4 5 5 4
62 5 4 5 5 4 5 5 5
63 4 3 4 4 3 4 4 4
64 4 4 4 4 4 3 4 4
65 4 4 5 4 4 4 5 5
66 4 4 5 4 4 4 2 4
67 4 5 5 4 5 5 3 5
68 3 3 3 1 4 3 1 3
69 3 3 4 2 2 3 2 2
62
B. Tabel Penskalaan Variabel
Col Category Freq Prop Cum Density Z Scale
1,000 1,000 2,000 0,029 0,029 0,065 -1,902 1,000 2,000 6,000 0,086 0,114 0,193 -1,204 1,795 3,000 14,000 0,200 0,314 0,355 -0,484 2,479 4,000 37,000 0,529 0,843 0,240 1,006 3,503
5,000 11,000 0,157 1,000 0,000 4,817
2,000 1,000 1,000 0,014 0,014 0,036 -2,189 1,000 2,000 3,000 0,043 0,057 0,115 -1,579 1,714 3,000 14,000 0,200 0,257 0,323 -0,652 2,503 4,000 31,000 0,443 0,700 0,348 0,524 3,485
5,000 21,000 0,300 1,000 0,000 4,701
3,000 1,000 2,000 0,029 0,029 0,065 -1,902 1,000 2,000 4,000 0,057 0,086 0,157 -1,368 1,690 3,000 17,000 0,243 0,329 0,362 -0,444 2,443 4,000 19,000 0,271 0,600 0,386 0,253 3,195
5,000 28,000 0,400 1,000 0,000 4,253
4,000 1,000 3,000 0,043 0,043 0,091 -1,718 1,000 2,000 6,000 0,086 0,129 0,210 -1,133 1,740 3,000 12,000 0,171 0,300 0,348 -0,524 2,323 4,000 35,000 0,500 0,800 0,280 0,842 3,262
5,000 14,000 0,200 1,000 0,000 4,526
5,000 1,000 1,000 0,014 0,014 0,036 -2,189 1,000 2,000 1,000 0,014 0,029 0,065 -1,902 1,510 3,000 11,000 0,157 0,186 0,268 -0,894 2,255 4,000 30,000 0,429 0,614 0,382 0,291 3,274
5,000 27,000 0,386 1,000 0,000 4,534
6,000 1,000 1,000 0,014 0,014 0,036 -2,189 1,000 2,000 8,000 0,114 0,129 0,210 -1,133 2,023 3,000 20,000 0,286 0,414 0,390 -0,217 2,913 4,000 27,000 0,386 0,800 0,280 0,842 3,826
5,000 14,000 0,200 1,000 0,000 4,942
7,000 1,000 3,000 0,043 0,043 0,091 -1,718 1,000 2,000 8,000 0,114 0,157 0,240 -1,006 1,820 3,000 16,000 0,229 0,386 0,382 -0,291 2,505 4,000 28,000 0,400 0,786 0,292 0,792 3,353
5,000 15,000 0,214 1,000 0,000 4,487
8,000 1,000 2,000 0,029 0,029 0,065 -1,902 1,000 2,000 6,000 0,086 0,114 0,193 -1,204 1,795 3,000 16,000 0,229 0,343 0,368 -0,405 2,524 4,000 28,000 0,400 0,743 0,323 0,652 3,400
63
Lampiran 2
C. Transformasi Data Ordinal ke Interval
Nomor
Responden X₁ X₂ X₃ X₄ X₅ X₆ X₇ X₈
64
65 Lampiran3
PERHITUNGAN KORELASI PRODUCT MOMENT VARIABEL X₂ DENGAN TOTAL VARIABEL (Y)
Nomor Responden
X₁ X₂ X₃ X₄ X₅ X₆ X₇ X₈ Y XY X² Y²
1 3,503 4,701 2,443 4,526 3,274 2,913 2,505 1,795 20,959 98,52676882 22,09867625 439,2807997
2 3,503 4,701 2,443 3,262 4,534 4,942 3,353 3,400 25,437 119,5751627 22,09867625 647,0170142
3 3,503 3,485 2,443 3,262 3,274 3,826 3,353 2,524 22,186 77,32105051 12,14587796 492,2282995
4 2,479 3,485 1,690 4,526 3,274 2,913 1,820 2,524 19,225 67,00252737 12,14587796 369,6182928
5 3,503 3,485 1,690 3,262 3,274 3,826 3,353 1,795 20,704 72,15440065 12,14587796 428,6439854
6 2,479 2,503 2,443 2,323 2,255 2,913 2,505 3,400 18,317 45,83995011 6,263033866 335,5084886
7 3,503 2,503 2,443 3,262 2,255 3,826 2,505 1,795 19,590 49,02486383 6,263033866 383,7496851
8 3,503 2,503 1,000 3,262 2,255 2,023 3,353 1,000 16,396 41,0339048 6,263033866 268,8443619
9 3,503 1,714 2,443 3,262 3,274 3,826 3,353 2,524 22,186 38,03136667 2,938443101 492,2282995
10 2,479 2,503 2,443 2,323 4,534 2,913 2,505 3,400 20,595 51,5420618 6,263033866 424,1688918
11 2,479 2,503 1,000 2,323 2,255 2,023 3,353 1,000 14,433 36,1192365 6,263033866 208,3014834
12 2,479 2,503 2,443 2,323 2,255 2,913 2,505 2,524 17,442 43,64924693 6,263033866 304,2066829
13 3,503 3,485 2,443 3,262 3,274 3,826 3,353 3,400 23,062 80,37179346 12,14587796 531,8368263
14 1,795 1,714 2,443 1,740 4,534 2,023 1,820 2,524 16,878 28,93263664 2,938443101 284,8778874
15 1,795 1,714 4,253 4,526 4,534 2,023 4,487 4,541 26,158 44,84023897 2,938443101 684,2559006
16 1,000 1,000 4,253 1,000 1,000 2,913 1,000 3,400 14,565 14,5650696 1,0000 212,1412525
17 1,795 3,485 4,253 1,740 3,274 2,023 1,820 4,541 19,445 67,76873523 12,14587796 378,120173
18 3,503 3,485 3,195 3,262 3,274 3,826 3,353 3,400 23,814 82,99387062 12,14587796 567,1045424
19 4,817 4,701 4,253 4,526 4,534 4,942 4,487 4,541 32,100 150,8978373 22,09867625 1030,385578
20 4,817 3,485 3,195 4,526 3,274 4,942 4,487 3,400 28,641 99,81692871 12,14587796 820,3128084
21 3,503 3,485 3,195 3,262 3,274 3,826 3,353 2,524 22,939 79,94312767 12,14587796 526,1788143
22 3,503 3,485 3,195 3,262 4,534 3,826 3,353 3,400 25,074 87,38381297 12,14587796 628,6849578
23 3,503 3,485 3,195 3,262 4,534 3,826 2,505 4,541 25,367 88,40568656 12,14587796 643,47472
24 4,817 3,485 4,253 4,526 3,274 4,942 4,487 4,541 30,840 107,480239 12,14587796 951,1047141
25 3,503 3,485 4,253 3,262 3,274 3,826 3,353 3,400 24,871 86,67871999 12,14587796 618,5802728
26 4,817 3,485 4,253 4,526 4,534 4,942 4,487 3,400 30,958 107,8917204 12,14587796 958,4011447
27 4,817 3,485 4,253 4,526 3,274 4,942 4,487 4,541 30,840 107,480239 12,14587796 951,1047141
28 4,817 4,701 4,253 4,526 4,534 4,942 4,487 4,541 32,100 150,8978373 22,09867625 1030,385578
29 2,479 3,485 4,253 2,323 3,274 2,913 2,505 2,524 20,270 70,64300343 12,14587796 410,8746977
30 3,503 4,701 4,253 3,262 4,534 3,826 3,353 4,541 27,272 128,2057933 22,09867625 743,7877837
31 2,479 2,503 4,253 2,323 2,255 2,913 2,505 3,400 20,127 50,36888102 6,263033866 405,0791086
32 3,503 4,701 4,253 3,262 4,534 3,826 3,353 4,541 27,272 128,2057933 22,09867625 743,7877837
33 1,795 2,503 4,253 1,740 2,255 2,023 1,820 2,524 16,410 41,06660919 6,263033866 269,2730754
34 2,479 3,485 4,253 2,323 3,274 2,913 2,505 4,541 22,287 77,67220733 12,14587796 496,7094033
35 3,503 2,503 3,195 3,262 2,255 3,826 3,353 3,400 22,795 57,04719255 6,263033866 519,6175284
36 3,503 4,701 3,195 3,262 4,534 3,826 3,353 3,400 25,074 117,8690177 22,09867625 628,6849578
37 4,817 4,701 4,253 4,526 4,534 4,942 4,487 4,541 32,100 150,8978373 22,09867625 1030,385578
66
39 4,817 4,701 3,195 4,526 4,534 4,942 4,487 3,400 29,901 140,5610618 22,09867625 894,0540993
40 3,503 4,701 4,253 3,262 4,534 3,826 3,353 2,524 25,256 118,7243421 22,09867625 637,8422508
41 3,503 4,701 4,253 3,262 4,534 3,826 3,353 3,400 26,131 122,8393842 22,09867625 682,8243533
42 3,503 4,701 4,253 3,262 4,534 2,913 3,353 4,541 26,359 123,9106179 22,09867625 694,7855636
43 3,503 4,701 3,195 3,262 4,534 3,826 3,353 3,400 25,074 117,8690177 22,09867625 628,6849578
44 2,479 3,485 4,253 2,323 3,274 2,913 2,505 4,541 22,287 77,67220733 12,14587796 496,7094033
45 3,503 4,701 2,443 3,262 4,534 3,826 4,487 2,524 24,580 115,5472307 22,09867625 604,1611888
46 3,503 4,701 3,195 3,262 4,534 2,913 3,353 3,400 24,160 113,5738424 22,09867625 583,7009208
47 3,503 4,701 2,443 3,262 4,534 3,826 3,353 2,524 23,446 110,2171459 22,09867625 549,7080062
48 1,795 3,485 1,690 1,740 3,274 2,023 1,820 1,795 14,136 49,26595493 12,14587796 199,8319367
49 1,000 2,503 2,443 1,000 2,255 1,000 1,000 2,524 11,222 28,08495938 6,263033866 125,9397538
50 1,795 3,485 1,690 1,740 3,274 2,023 1,820 1,795 14,136 49,26595493 12,14587796 199,8319367
51 2,479 3,485 2,443 2,323 2,255 2,913 2,505 2,524 17,442 60,78533741 12,14587796 304,2066829
52 2,479 3,485 2,443 2,323 3,274 2,913 2,505 3,400 19,336 67,38681985 12,14587796 373,8703374
53 2,479 3,485 2,443 2,323 3,274 2,913 2,505 2,524 18,460 64,3360769 12,14587796 340,7848165
54 3,503 4,701 4,253 3,262 4,534 3,826 3,353 4,541 27,272 128,2057933 22,09867625 743,7877837
55 3,503 4,701 4,253 3,262 4,534 3,826 3,353 3,400 26,131 122,8393842 22,09867625 682,8243533
56 3,503 4,701 4,253 3,262 4,534 2,913 3,353 3,400 25,217 118,5442089 22,09867625 635,908201
57 3,503 3,485 4,253 3,262 3,274 4,942 2,505 4,541 26,280 91,58754467 12,14587796 690,6275832
58 3,503 3,485 3,195 3,262 3,274 3,826 3,353 3,400 23,814 82,99387062 12,14587796 567,1045424
59 3,503 3,485 3,195 3,262 3,274 3,826 4,487 3,400 24,948 86,94540204 12,14587796 622,3924662
60 3,503 3,485 3,195 3,262 3,274 3,826 3,353 2,524 22,939 79,94312767 12,14587796 526,1788143
61 4,817 3,485 3,195 4,526 3,274 4,942 4,487 3,400 28,641 99,81692871 12,14587796 820,3128084
62 4,817 3,485 4,253 4,526 3,274 4,942 4,487 4,541 30,840 107,480239 12,14587796 951,1047141
63 3,503 2,503 3,195 3,262 2,255 3,826 3,353 3,400 22,795 57,04719255 6,263033866 519,6175284
64 3,503 3,485 3,195 3,262 3,274 2,913 3,353 3,400 22,900 79,80958346 12,14587796 524,4223295
65 3,503 3,485 4,253 3,262 3,274 3,826 4,487 4,541 27,147 94,60871235 12,14587796 736,9420709
66 3,503 3,485 4,253 3,262 3,274 3,826 1,820 3,400 23,338 81,33373767 12,14587796 544,6437801
67 3,503 4,701 4,253 3,262 4,534 4,942 2,505 4,541 27,539 129,4607289 22,09867625 758,4201034
68 2,479 2,503 2,443 1,000 3,274 2,913 1,000 2,524 15,633 39,12207575 6,263033866 244,3762629
69 2,479 2,503 3,195 1,740 1,510 2,913 1,820 1,795 15,452 38,66957277 6,263033866 238,7558314
70 3,503 2,503 3,195 2,323 4,534 2,913 2,505 3,400 22,372 55,98949175 6,263033866 500,5278997
Jumlah 230,083 247,936 230,083 218,844
247,93
6 247,936
218,84 4
230,08
67
Lampiran4
Perhitungan Korelasi Antara Variabel X1 dengan X2
Nomor
Responden X₁ X₂ X₁X₂ X₁² X₂²
68
37 4,817 4,701 22,6446 23,2040 22,0987 38 4,817 4,701 22,6446 23,2040 22,0987 39 4,817 4,701 22,6446 23,2040 22,0987 40 3,503 4,701 16,4692 12,2738 22,0987 41 3,503 4,701 16,4692 12,2738 22,0987 42 3,503 4,701 16,4692 12,2738 22,0987 43 3,503 4,701 16,4692 12,2738 22,0987 44 2,479 3,485 8,6383 6,1437 12,1459 45 3,503 4,701 16,4692 12,2738 22,0987 46 3,503 4,701 16,4692 12,2738 22,0987 47 3,503 4,701 16,4692 12,2738 22,0987 48 1,795 3,485 6,2546 3,2209 12,1459 49 1,000 2,503 2,5026 1,0000 6,2630 50 1,795 3,485 6,2546 3,2209 12,1459 51 2,479 3,485 8,6383 6,1437 12,1459 52 2,479 3,485 8,6383 6,1437 12,1459 53 2,479 3,485 8,6383 6,1437 12,1459 54 3,503 4,701 16,4692 12,2738 22,0987 55 3,503 4,701 16,4692 12,2738 22,0987 56 3,503 4,701 16,4692 12,2738 22,0987 57 3,503 3,485 12,2097 12,2738 12,1459 58 3,503 3,485 12,2097 12,2738 12,1459 59 3,503 3,485 12,2097 12,2738 12,1459 60 3,503 3,485 12,2097 12,2738 12,1459 61 4,817 3,485 16,7879 23,2040 12,1459 62 4,817 3,485 16,7879 23,2040 12,1459 63 3,503 2,503 8,7676 12,2738 6,2630 64 3,503 3,485 12,2097 12,2738 12,1459 65 3,503 3,485 12,2097 12,2738 12,1459 66 3,503 3,485 12,2097 12,2738 12,1459 67 3,503 4,701 16,4692 12,2738 22,0987 68 2,479 2,503 6,2031 6,1437 6,2630 69 2,479 2,503 6,2031 6,1437 6,2630 70 3,503 2,503 8,7676 12,2738 6,2630
69
Lampiran 5 Uji Alpha Cronbach
A. Data Perhitungan Nilai Varians
1 12,2738 22,0987 5,9686 20,4861 10,7182 8,4842 6,2754 3,2209
2 12,2738 22,0987 5,9686 10,6394 20,5527 24,4210 11,2455 11,5570
3 12,2738 12,1459 5,9686 10,6394 10,7182 14,6417 11,2455 6,3715
4 6,1437 12,1459 2,8563 20,4861 10,7182 8,4842 3,3115 6,3715
5 12,2738 12,1459 2,8563 10,6394 10,7182 14,6417 11,2455 3,2209
6 6,1437 6,2630 5,9686 5,3951 5,0852 8,4842 6,2754 11,5570
7 12,2738 6,2630 5,9686 10,6394 5,0852 14,6417 6,2754 3,2209 8 12,2738 6,2630 1,0000 10,6394 5,0852 4,0917 11,2455 1,0000
9 12,2738 2,9384 5,9686 10,6394 10,7182 14,6417 11,2455 6,3715
10 6,1437 6,2630 5,9686 5,3951 20,5527 8,4842 6,2754 11,5570
11 6,1437 6,2630 1,0000 5,3951 5,0852 4,0917 11,2455 1,0000
12 6,1437 6,2630 5,9686 5,3951 5,0852 8,4842 6,2754 6,3715
13 12,2738 12,1459 5,9686 10,6394 10,7182 14,6417 11,2455 11,5570
14 3,2209 2,9384 5,9686 3,0287 20,5527 4,0917 3,3115 6,3715
15 3,2209 2,9384 18,0859 20,4861 20,5527 4,0917 20,1356 20,6218 16 1,0000 1,0000 18,0859 1,0000 1,0000 8,4842 1,0000 11,5570
17 3,2209 12,1459 18,0859 3,0287 10,7182 4,0917 3,3115 20,6218
18 12,2738 12,1459 10,2108 10,6394 10,7182 14,6417 11,2455 11,5570
19 23,2040 22,0987 18,0859 20,4861 20,5527 24,4210 20,1356 20,6218
20 23,2040 12,1459 10,2108 20,4861 10,7182 24,4210 20,1356 11,5570 21 12,2738 12,1459 10,2108 10,6394 10,7182 14,6417 11,2455 6,3715
22 12,2738 12,1459 10,2108 10,6394 20,5527 14,6417 11,2455 11,5570
23 12,2738 12,1459 10,2108 10,6394 20,5527 14,6417 6,2754 20,6218
24 23,2040 12,1459 18,0859 20,4861 10,7182 24,4210 20,1356 20,6218
25 12,2738 12,1459 18,0859 10,6394 10,7182 14,6417 11,2455 11,5570
26 23,2040 12,1459 18,0859 20,4861 20,5527 24,4210 20,1356 11,5570
27 23,2040 12,1459 18,0859 20,4861 10,7182 24,4210 20,1356 20,6218
28 23,2040 22,0987 18,0859 20,4861 20,5527 24,4210 20,1356 20,6218
29 6,1437 12,1459 18,0859 5,3951 10,7182 8,4842 6,2754 6,3715
30 12,2738 22,0987 18,0859 10,6394 20,5527 14,6417 11,2455 20,6218
31 6,1437 6,2630 18,0859 5,3951 5,0852 8,4842 6,2754 11,5570 32 12,2738 22,0987 18,0859 10,6394 20,5527 14,6417 11,2455 20,6218
33 3,2209 6,2630 18,0859 3,0287 5,0852 4,0917 3,3115 6,3715
34 6,1437 12,1459 18,0859 5,3951 10,7182 8,4842 6,2754 20,6218
35 12,2738 6,2630 10,2108 10,6394 5,0852 14,6417 11,2455 11,5570
36 12,2738 22,0987 10,2108 10,6394 20,5527 14,6417 11,2455 11,5570
70
37 23,2040 22,0987 18,0859 20,4861 20,5527 24,4210 20,1356 20,6218
38 23,2040 22,0987 10,2108 20,4861 20,5527 24,4210 20,1356 11,5570
39 23,2040 22,0987 10,2108 20,4861 20,5527 24,4210 20,1356 11,5570
40 12,2738 22,0987 18,0859 10,6394 20,5527 14,6417 11,2455 6,3715
41 12,2738 22,0987 18,0859 10,6394 20,5527 14,6417 11,2455 11,5570
42 12,2738 22,0987 18,0859 10,6394 20,5527 8,4842 11,2455 20,6218
43 12,2738 22,0987 10,2108 10,6394 20,5527 14,6417 11,2455 11,5570
44 6,1437 12,1459 18,0859 5,3951 10,7182 8,4842 6,2754 20,6218 45 12,2738 22,0987 5,9686 10,6394 20,5527 14,6417 20,1356 6,3715
46 12,2738 22,0987 10,2108 10,6394 20,5527 8,4842 11,2455 11,5570
47 12,2738 22,0987 5,9686 10,6394 20,5527 14,6417 11,2455 6,3715
48 3,2209 12,1459 2,8563 3,0287 10,7182 4,0917 3,3115 3,2209
49 1,0000 6,2630 5,9686 1,0000 5,0852 1,0000 1,0000 6,3715
50 3,2209 12,1459 2,8563 3,0287 10,7182 4,0917 3,3115 3,2209
51 6,1437 12,1459 5,9686 5,3951 5,0852 8,4842 6,2754 6,3715
52 6,1437 12,1459 5,9686 5,3951 10,7182 8,4842 6,2754 11,5570 53 6,1437 12,1459 5,9686 5,3951 10,7182 8,4842 6,2754 6,3715
54 12,2738 22,0987 18,0859 10,6394 20,5527 14,6417 11,2455 20,6218
55 12,2738 22,0987 18,0859 10,6394 20,5527 14,6417 11,2455 11,5570 56 12,2738 22,0987 18,0859 10,6394 20,5527 8,4842 11,2455 11,5570
57 12,2738 12,1459 18,0859 10,6394 10,7182 24,4210 6,2754 20,6218 58 12,2738 12,1459 10,2108 10,6394 10,7182 14,6417 11,2455 11,5570
59 12,2738 12,1459 10,2108 10,6394 10,7182 14,6417 20,1356 11,5570
60 12,2738 12,1459 10,2108 10,6394 10,7182 14,6417 11,2455 6,3715 61 23,2040 12,1459 10,2108 20,4861 10,7182 24,4210 20,1356 11,5570
62 23,2040 12,1459 18,0859 20,4861 10,7182 24,4210 20,1356 20,6218
63 12,2738 6,2630 10,2108 10,6394 5,0852 14,6417 11,2455 11,5570
64 12,2738 12,1459 10,2108 10,6394 10,7182 8,4842 11,2455 11,5570
65 12,2738 12,1459 18,0859 10,6394 10,7182 14,6417 20,1356 20,6218
66 12,2738 12,1459 18,0859 10,6394 10,7182 14,6417 3,3115 11,5570
67 12,2738 22,0987 18,0859 10,6394 20,5527 24,4210 6,2754 20,6218
68 6,1437 6,2630 5,9686 1,0000 10,7182 8,4842 1,0000 6,3715 69 6,1437 6,2630 10,2108 3,0287 2,2804 8,4842 3,3115 3,2209
70 12,2738 6,2630 10,2108 5,3951 20,5527 8,4842 6,2754 11,5570
TOTAL 816,713 938,092 815,302 745,099 935,687 940,637 746,807 818,057
71
Lampiran 5 Uji Alpha Cronbach
B. Data Perhitungan Nilai Total Varians Tanpa X₁
No Jumlah (X₂ Sampai X₈) Jumlah Kuadrat (X₂
Sampai X₈)
1 20,36186122 414,6053925
2 23,23449448 539,8417336
3 19,64372379 385,8758844
4 17,70771533 313,5631821
5 18,89072442 356,8594692
6 14,94128937 223,2421281
7 16,79404702 282,0400154
8 14,39567656 207,2355036
9 17,87281887 319,4376544
10 17,2197595 296,5201173
11 13,45660659 181,0802609
12 14,94128937 223,2421281
13 19,64372379 385,8758844
14 14,27364363 203,7369024
15 21,53666918 463,8281192
16 11,16551496 124,6687243
17 16,59460096 275,3807809
18 20,396093 416,0006095
19 27,44236699 753,0835062
20 23,90958663 571,668333
21 20,396093 416,0006095
22 21,65572696 468,97051
23 20,80737462 432,9468386
24 24,9669038 623,3462853
25 21,45341016 460,2488075
26 26,22653776 687,8312828
27 24,9669038 623,3462853
28 27,44236699 753,0835062
29 18,75230018 351,6487619
30 23,92887336 572,5909801
31 16,75097574 280,5951883
32 23,92887336 572,5909801
33 14,59327652 212,9637197
34 18,75230018 351,6487619
35 18,39476856 338,3675105
72
37 27,44236699 753,0835062
38 26,38504983 696,1708545
39 26,38504983 696,1708545
40 23,92887336 572,5909801
41 23,92887336 572,5909801
42 23,01518567 529,6987716
43 22,87155619 523,1080826
44 18,75230018 351,6487619
45 23,25302492 540,7031679
46 21,95786851 482,1479895
47 22,11918699 489,2584329
48 14,03191522 196,8946447
49 10,20070803 104,0544443
50 14,03191522 196,8946447
51 15,92377764 253,5666943
52 16,94261381 287,0521626
53 16,94261381 287,0521626
54 23,92887336 572,5909801
55 23,92887336 572,5909801
56 23,01518567 529,6987716
57 21,72036532 471,7742695
58 20,396093 416,0006095
59 21,52993093 463,5379258
60 20,396093 416,0006095
61 23,90958663 571,668333
62 24,9669038 623,3462853
63 18,39476856 338,3675105
64 19,48240531 379,5641168
65 22,58724809 510,1837764
66 19,91974053 396,7960629
67 24,19582851 585,4381174
68 13,13230616 172,4574652
69 13,6809936 187,1695859
70 17,97212871 322,9974102
73
A. Mencari Nilai Varians Dari Masing-Masing Variabel
Lampiran 6
𝑟𝑟2 =∑ 𝑥𝑥𝑖𝑖
2−(∑ 𝑥𝑥𝑖𝑖)2 𝑛𝑛 𝑛𝑛
𝑟𝑟12 =
816,7135−(230,9828)2
70
70
𝑟𝑟12 =
816,7135−52.938,0794
70
70
𝑟𝑟12 =
816,7135−756,258275
70
𝑟𝑟12 =
60,455219 70
𝒔𝒔𝟏𝟏𝟐𝟐= 𝟎𝟎,𝟖𝟖𝟖𝟖𝟑𝟑𝟖𝟖𝟖𝟖𝟖𝟖
𝑟𝑟22 =
938,0922−(247,9363)2
70
70
𝑟𝑟22 =
938,0922−61.472,4224
70
70
𝑟𝑟22 =
938,0922−8778,118
70
𝑟𝑟22 =
59,91475 70
74
𝑟𝑟32 =
815,3019−(230,0828 )2
70
70
𝑟𝑟32 =
815,3019−52.938,0794
70
70
𝑟𝑟32 =
815,3019−756,258275
70
𝑟𝑟32 =
59,04361 70
𝒔𝒔𝟑𝟑𝟐𝟐= 𝟎𝟎,𝟖𝟖𝟖𝟖𝟑𝟑𝟖𝟖𝟖𝟖𝟎𝟎𝟐𝟐𝟖𝟖
𝑟𝑟42 =
745,0988−(218,8445 )2
70
70
𝑟𝑟42 =
745,0988−47892 ,8938
70
70
𝑟𝑟42 =
745,0988−684,184197
70
𝑟𝑟42 =
60,914646 70
𝒔𝒔𝟖𝟖𝟐𝟐= 𝟎𝟎,𝟖𝟖𝟖𝟖𝟎𝟎𝟐𝟐𝟎𝟎𝟖𝟖𝟐𝟐𝟖𝟖
𝑟𝑟52 =
935,6869−(247,9363)2
70
70
𝑟𝑟52 =
935,6869−61472 ,4224
70
75
𝑟𝑟52 =
935,6869−878,177463
70
𝑟𝑟52 =
57,509468 70
𝒔𝒔𝟖𝟖𝟐𝟐= 𝟎𝟎,𝟖𝟖𝟐𝟐𝟏𝟏𝟖𝟖𝟖𝟖𝟑𝟑𝟖𝟖
𝑟𝑟62 =
940,637−(247,9363)2
70
70
𝑟𝑟62 =
940,637−61472 ,4224
70
70
𝑟𝑟62 =
940,637−878,177463
70
𝑟𝑟62 =
62,459575 70
𝒔𝒔𝟖𝟖𝟐𝟐= 𝟎𝟎,𝟖𝟖𝟖𝟖𝟐𝟐𝟐𝟐𝟖𝟖𝟖𝟖
𝑟𝑟72 =
746,8067−(218,84451 )2
70
70
𝑟𝑟72 =
746,8067−47892 ,89384
70
70
𝑟𝑟72 =
746,8067−684,184197
70
𝑟𝑟72 =
76
𝒔𝒔𝟖𝟖𝟐𝟐= 𝟎𝟎,𝟖𝟖𝟖𝟖𝟖𝟖𝟖𝟖𝟎𝟎𝟖𝟖𝟖𝟖
𝑟𝑟82 =
818,0566−(230,0828 )2
70
70
𝑟𝑟82 =
818,0566−52.938,0794
70
70
𝑟𝑟82 =
818,0566−756,258275
70
𝑟𝑟82 =
61,7983338 70
𝒔𝒔𝟖𝟖𝟐𝟐= 𝟎𝟎,𝟖𝟖𝟖𝟖𝟐𝟐𝟖𝟖𝟑𝟑
B. Mencari total Nilai Varians (Tanpa Variabel X1)
𝑟𝑟𝑡𝑡2 =
29669,94438−(1411 ,580651 )2
70
70
𝑟𝑟𝑡𝑡2 =29669,94438−
1992559 ,934 70
70
𝑟𝑟𝑡𝑡2 = 29699,94438−28465,14191
70
𝑟𝑟𝑡𝑡2 =1204,80247
70
𝑟𝑟𝑡𝑡2 = 17,21146385
𝒔𝒔𝒕𝒕𝟐𝟐 =𝟏𝟏𝟖𝟖,𝟐𝟐𝟏𝟏𝟏𝟏
77
𝑟𝑟= � 𝑘𝑘
𝑘𝑘 −1� �1−
∑ 𝜎𝜎𝑡𝑡2 𝜎𝜎𝑡𝑡2 �
𝑟𝑟= � 8
8−1�
⎝ ⎜ ⎜ ⎛
1−
0,85592 + 0,84348 + 0,87020 + 0,82156 + 0,89227 + 0,89460 + 0,88283
17,211
⎠ ⎟ ⎟ ⎞
𝑟𝑟=�8
7� �1−
6,06086
17,211 �
𝑟𝑟= �8
7�(1−0,35215)
𝑟𝑟= (1,143)(0,64785)
