Senin, 10 April 2017

Analisis Regresi Halaman 85, 86 dan 87


Tugas Analisis Regresi Halaman 85


1.      Pelajari data dibawah ini, tentukan depend an independent variable serta:
·         Hitung Sum of Square for Regression (X)
·         Hitung Sum of Square for Residual
·         HItung Mean Sum of Square for Regression (X)
·         Hitung Mean Sum of Square for Residual
·         Hitung nilai F dan buat kesimpulan
UM
CHOL
TRIG
UM
CHOL
TRIG
UM
CHOL
TRIG
40
218
194
37
212
140
55
319
191
46
265
188
40
244
132
58
212
216
69
197
134
32
217
140
41
209
154
44
188
155
56
227
279
60
224
198
41
217
191
49
218
101
50
184
129
56
240
207
50
241
213
48
222
115
48
222
155
46
234
168
49
229
148
49
244
235
52
321
242
39
204
164
41
190
167
51
297
142
40
211
104
38
209
186
46
230
240
47
230
218
36
208
179
60
258
173
67
230
239
39
214
129
47
243
175
57
222
183
59
238
220
58
236
199
50
213
190
56
219
155
66
193
201
43
238
259
44
241
201
52
193
193
55
234
156

Jawaban :
Uji ANOVA umur dan cholesterol

Variables Entered/Removedb
Model
Variables Entered
Variables Removed
Method
1
UMURa
.
Enter
a. All requested variables entered.
b. Dependent Variable: CHOLESTEROL

Model Summary
Model
R
R Square
Adjusted R Square
Std. Error of the Estimate
1
.151a
.023
.000
25.514
a. Predictors: (Constant), UMUR


ANOVAb
Model
Sum of Squares
Df
Mean Square
F
Sig.
1
Regression
655.625
1
655.625
1.007
.321a
Residual
27990.819
43
650.949


Total
28646.444
44



a. Predictors: (Constant), UMUR
b. Dependent Variable: CHOLESTEROL


Coefficientsa
Model
Unstandardized Coefficients
Standardized Coefficients
T
Sig.
B
Std. Error
Beta
1
(Constant)
204.048
22.093

9.236
.000
UMUR
.445
.444
.151
1.004
.321
a. Dependent Variable: CHOLESTEROL

·         Hitung Sum of Square for Regression (X)

·         Hitung Sum of Square for Residual
·         HItung Mean Sum of Square for Regression (X)
·         Hitung Mean Sum of Square for Residual
·         Hitung nilai F dan buat kesimpulan
Nilai Fh= 1,007 < Ft=4,07, nilai p>0,05 sangat bermakna, Sig. =0,306
Artinya, kita menerima hipotesa nol dan kita nyatakan bahwa: umur tidak mempengaruhi kolestrol.


Uji ANOVA umur dan trigliserida
Regression


Variables Entered/Removedb
Model
Variables Entered
Variables Removed
Method
dimension0
1
Umura
.
Enter
a. All requested variables entered.
b. Dependent Variable: Trigliserida


Model Summary
Model
R
R Square
Adjusted R Square
Std. Error of the Estimate
dimension0
1
,301a
,091
,069
39,51685
a. Predictors: (Constant), Umur


ANOVAb
Model
Sum of Squares
df
Mean Square
F
Sig.
1
Regression
6687,911
1
6687,911
4,283
,045a
Residual
67148,000
43
1561,581


Total
73835,911
44



a. Predictors: (Constant), Umur
b. Dependent Variable: Trigliserida


Coefficientsa
Model
Unstandardized Coefficients
Standardized Coefficients
t
Sig.
B
Std. Error
Beta
1
(Constant)
110,198
34,218

3,220
,002
Umur
1,422
,687
,301
2,069
,045
a. Dependent Variable: Trigliserida


·         Hitung Sum of Square for Regression (X)

·         Hitung Sum of Square for Residual
·         HItung Mean Sum of Square for Regression (X)
·         Hitung Mean Sum of Square for Residual
·         Hitung nilai F dan buat kesimpulan
Nilai Fh= 4,282 > Ft=4,07, nilai p<0,05 sangat bermakna, Sig. =0,045
Artinya, kita menerima hipotesa nol dan kita nyatakan bahwa: umur mempengaruhi trigliserida.



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