ϭϱϰ
UJI PRASYARAT ANALISIS
1. UJI NORMALITAS
Ă͘ ŚŝͲƋƵĂƌĞdĞƐƚ
Test Statistics
KOMUNIKASI MOTIVASI
IKLIM KEPUASAN
Chi-Square 11.450
a
6.200
b
8.450
c
19.400
d
df 20
11 16
21 Asymp. Sig.
.934 .860
.934 .559
ď͘ WƌŽďĂďŝůŝƚLJƚĞƐƚ
ϭϱϱ
2. UJI LINEARITAS
X1 dengan Y
EKsdĂďůĞ
ƵŵŽĨ ƋƵĂƌĞƐ
ĚĨ DĞĂŶ
ƋƵĂƌĞ ŝŐ͘
WhEΎ KDhE
ĞƚǁĞĞŶ ƌŽƵƉƐ
;ŽŵďŝŶĞĚͿ Ϯϯϯϵ͘ϴϱϴ ϮϬ
ϭϭϲ͘ϵϵϯ ϲ͘ϮϮϴ ͘ϬϬϬ
ŝŶĞĂƌŝƚLJ ϭϰϲϲ͘ϲϯϬ ϭ
ϭϰϲϲ͘ϲϯϬ ϳϴ͘Ϭϳϰ ͘ϬϬϬ ĞǀŝĂƚŝŽŶĨƌŽŵ
ŝŶĞĂƌŝƚLJ ϴϳϯ͘ϮϮϵ
ϭϵ ϰϱ͘ϵϱϵ
Ϯ͘ϰϰϳ ͘ϬϮϵ tŝƚŚŝŶƌŽƵƉƐ
ϯϱϲ͘ϵϭϳ ϭϵ
ϭϴ͘ϳϴϱ dŽƚĂů
Ϯϲϵϲ͘ϳϳϱ ϯϵ
X2 dengan Y
ANOVA Table
Sum of Squares
df Mean
Square F
Sig. KEPUASAN
MOTIVASI Between
Groups Combined
1337.192 11
121.563 2.504
.025 Linearity
914.760 1
914.760 18.839
.000 Deviation from
Linearity 422.432
10 42.243
.870 .570
Within Groups 1359.583
28 48.557
Total 2696.775
39
ϭϱϲ
X3 dengan Y
ANOVA Table
Sum of Squares
df Mean
Square F
Sig. KEPUASAN
IKLIM Between
Groups Combined
2216.275 16
138.517 6.630
.000 Linearity
1496.730 1
1496.730 71.644
.000 Deviation from
Linearity 719.545
15 47.970
2.296 .035
Within Groups 480.500
23 20.891
Total 2696.775
39
3. UJI MULTIKOLINEARITAS
ϭͿ yϮEyϯ
Ă͘ hũŝŵƵůƚŝŬŽůŝŶŝĞƌŝƚĂƐĚĞŶŐĂŶŵĞůŝŚĂƚŶŝůĂŝdŽůĞƌĂŶĐĞĚĂŶs
Coefficients
a
Model Unstandardized Coefficients
Standardized Coefficients
t Sig.
Collinearity Statistics B
Std. Error Beta
Tolerance VIF
1 Constant
-23.424 10.070
-2.326 .026
KOMUNIKASI .258
.104 .307
2.485 .018
.497 2.013
MOTIVASI .594
.218 .275
2.729 .010
.748 1.337
IKLIM .719
.180 .455
4.007 .000
.589 1.699
a. Dependent Variable: KEPUASAN
Jika tolerance lebih dari 0,1 dan VIF kurang dari 10 tidak terjadi masalah multikolinieritas
ϭϱϳ
03,51 03,51
03,51 03,51
24+670084+. 24+670084+.
24+670084+. 24+670084+.
ϭϱϴ
Statistics
KOMUNIKASI MOTIVASI
IKLIM KEPUASAN
N Valid
40 40
40 40
Missing Mean
66.6750 46.8750
50.1250 57.6750
Std. Error of Mean 1.56868
.60890 .83219
1.31480 Median
68.0000 47.5000
50.0000 59.0000
Mode 65.00
a
50.00 45.00
a
68.00 Std. Deviation
9.92120 3.85099
5.26326 8.31553
Variance 98.430
14.830 27.702
69.148 Range
45.00 12.00
21.00 28.00
Minimum 33.00
40.00 39.00
40.00 Maximum
78.00 52.00
60.00 68.00
Sum 2667.00
1875.00 2005.00
2307.00 a. Multiple modes exist. The smallest value is shown
PERHITUNGAN VARIABEL BEBAS X1,X2,X3 A. Variabel Komunikasi Individu Guru Dengan Kepala Sekolah X1
Jumlah Kelas Interval K = 1 + 3,3 log n
= 1 + 3,3 log 40 = 1 + 3,3 1,602 = 6,28
§ 6 Rentang Data
= Data Terbesar - Data Terkecil + 1 = 78 - 33 + 1
= 45 Panjang Kelas
= Rentang Data K = 45 6
= 7,5 § 8
Tabel distribusi frekuensi Variabel Komunikasi Individu Guru Dengan Kepala Sekolah
No. Kelas
Interval Frekuensi
Frek. Frek.
Kumulatif Frek. Kumulatif
1 33 – 40
ϭ Ϯ͘ϱ
ϭ Ϯ͘ϱ
2 41 – 48
ϭ Ϯ͘ϱ
Ϯ ϱ
3 49 – 56
ϱ ϭϮ͘ϱ
ϳ ϭϳ͘ϱ
4 57 – 64
ϰ ϭϬ
ϭϭ Ϯϳ͘ϱ
5 65 – 72
ϭϰ ϯϱ
Ϯϱ ϲϮ͘ϱ
6 73 – 80
ϭϱ ϯϳ͘ϱ
ϰϬ ϭϬϬ
Jumlah 40
100
ϭϱϵ
B. Variabel Motivasi Mengajar
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