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(1)

Lampiran i

Daftar Populasi dan Proses Seleksi Sampel

No.

Kode

Saham

Nama Perusahaan

Kriteria

No.

Sampel

1 2 3

1

ADES

PT Akasha Wira International Tbk

1

2

AISA

PT Tiga Pilar Sejahtera Food Tbk

2

3

ALTO

PT Tri Banyan Tirta Tbk

x

 

- -

4

CEKA

PT Cahaya Kalbar Tbk

3

5

DAVO

PT Davamos Abadi Tbk

x

 

- -

6

DLTA

PT Delta Djakarta Tbk

4

7

ICBP

PT Indofood CBP Sukses Makmur Tbk

5

8

INDF

PT Indofood Sukses Makmur Tbk

6

9

MLBI

PT Multi Bintang Indonesia Tbk

7

10

MYOR PT Mayora Indah Tbk

8

11

PSDN

PT Prashida Aneka Niaga Tbk

x

 

- -

12

ROTI

PT Nippon Indosari Corporindo Tbk

9

13

SKBM

PT Sekar Bumi Tbk

X

- -

-

14

SKLT

PT Sekar Laut Tbk

10

15

STTP

PT Siantar Top Tbk

11

16

ULTJ

PT Ultrajaya Milk Industry and Trading

Company Tbk

(2)

Lampiran ii

Daftar Perusahaan yang Menjadi Sampel Penelitian

No

Kode

Saham

Nama Perusahaan

No

Sampel

1

ADES

PT Akasha Wira International Tbk

1

2

AISA

PT Tiga Pilar Sejahtera Food Tbk

2

3

CEKA

PT Cahaya Kalbar Tbk

3

4

DLTA

PT Delta Djakarta Tbk

4

5

ICBP

PT Indofood CBP Sukses Makmur Tbk

5

6

INDF

PT Indofood Sukses Makmur Tbk

6

7

MLBI

PT Multi Bintang Indonesia Tbk

7

8

MYOR

PT Mayora Indah Tbk

8

9

ROTI

PT Nippon Indosari Corporindo Tbk

9

10

SKLT

PT Sekar Laut Tbk

10

11

STTP

PT Siantar Top Tbk

11

12

ULTJ

PT Ultrajaya Milk Industry and Trading Company

Tbk

(3)

Daftar Variabel Penelitian

QR, CR, GPM, ROA, ROE Tahun 2010-2012

(4)

No Kode

tahun Cr qr

cash

ratio gpm Roa

roe

profit

growth

10

sklt

2010 1,93 0,91

0,11 0,20 0,02

0,04

-0,62

2011 1,74 0,96

0,16 0,21 0,03

0,05

0,24

2012 1,41 0,73

0,05 0,23 0,03

0,06

0,33

11

sttp

2010 1,71 0,85

0,05 0,17 0,07

0,10

0,04

2010 1,71 0,85

0.05 0.17 0.07

0.10

0.04

2011 1,03 0,50

0,02 0,17 0,05

0,09

0,00

2012 1,00 0,57

0,01 0,19 0,06

0,13

0,75

12

ultj

(5)

Statistic Deskriptif

Date: 05/26/14   Time: 12:30 

Sample: 2010 2012 

X1  X2  X3  X4  X5  X6  Y 

 Mean  1.720.798  1.263.979  0.258257  0.307129  0.440274  0.131233  0.993329 

 Median  1.708.823  1.192.005  0.196130  0.316977  0.382367  0.097565  0.939771 

 Maximum  1.941.607  1.414.652  0.398990  0.398695  0.570458  0.214282  2.223.133 

 Minimum  1.511.963  1.185.279  0.179650  0.205716  0.367999  0.081851  ‐0.182918 

 Std. Dev.  0.215072  0.130530  0.122157  0.096866  0.112971  0.072351  1.203.919 

 Skewness  0.101969  0.704996  0.692657  ‐0.184828  0.694261  0.669769  0.081565 

 Kurtosis  1.500.000  1.500.000  1.500.000  1.500.000  1.500.000  1.500.000  1.500.000 

 Jarque‐Bera  0.286449  0.529759  0.521137  0.298331  0.522249  0.505545  0.284576 

 Probability  0.866560  0.767298  0.770613  0.861427  0.770185  0.776645  0.867371 

 Sum  5.162.393  3.791.936  0.774770  0.921388  1.320.823  0.393698  2.979.986 

 Sum Sq. Dev.  0.092512  0.034076  0.029845  0.018766  0.025525  0.010469  2.898.843 

 Observations  3  3  3  3  3  3  3 

(6)

Lampiran v

Hasil Estimasi Regresi Linear Berganda

Dependen Variabel : Pertumbuhan Laba (Y) Periode 2010-2012

Variabel

Fixed Effects

Random Effects

C -3.223.297 1.131.561

X1? -0.195829

-0.459921

X2? 1.474.354

0.017390

X3? -2.326.834

0.796873

X4? -0.529503 -2.161.321

X5? 5.146.219 -1.314.952

(7)

Hasil Regresi Dengan

Fixed Effect Model

Dependent Variable: Y? Method: Pooled Least Squares Date: 05/26/14 Time: 12:25 Sample: 2010 2012

Included observations: 3 Cross-sections included: 12

Total pool (balanced) observations: 36

Variable Coefficient Std. Error t-Statistic Prob.

C -3.223297 3.363496 -0.958318 0.3506 X1? -0.195829 1.722377 -0.113697 0.9107 X2? 1.474354 2.522640 0.584449 0.5662 X3? -2.326834 2.884409 -0.806693 0.4304 X4? -0.529503 3.994138 -0.132570 0.8960 X5? 5.146219 6.974637 0.737848 0.4701 X6? 14.60191 10.89369 1.340401 0.1968 Fixed Effects (Cross)

_ADES--C -0.728394

Effects Specification

Cross-section fixed (dummy variables)

R-squared 0.401808 Mean dependent var 0.549681 Adjusted R-squared -0.163150 S.D. dependent var 1.302995 S.E. of regression 1.405273 Akaike info criterion 3.825193 Sum squared resid 35.54627 Schwarz criterion 4.616953 Log likelihood -50.85348 Hannan-Quinn criter. 4.101539 F-statistic 0.711217 Durbin-Watson stat 2.213297

Prob(F-statistic) 0.756478

(8)

Lampiran vii

Hasil Regresi Dengan

Random Effect Model

Sumber : Output Eviews, 2014

Dependent Variable: Y?

Method: Pooled EGLS (Cross-section random effects) Date: 05/26/14 Time: 12:27

Sample: 2010 2012 Included observations: 3 Cross-sections included: 12

Total pool (balanced) observations: 36

Swamy and Arora estimator of component variances

Variable Coefficient Std. Error t-Statistic Prob.

C 1.131561 0.892411 1.267982 0.2149

X1? -0.459921 0.980895 -0.468879 0.6427 X2? 0.017390 1.271224 0.013680 0.9892 X3? 0.796873 0.986455 0.807815 0.4258 X4? -2.161321 2.867927 -0.753618 0.4572 X5? -1.314952 2.772210 -0.474334 0.6388 X6? 6.562733 8.792995 0.746359 0.4615 Random Effects (Cross)

Effects Specification

S.D. Rho

Cross-section random 0.142628 0.0102 Idiosyncratic random 1.405273 0.9898

Weighted Statistics

R-squared 0.075253 Mean dependent var 0.541379 Adjusted R-squared -0.116073 S.D. dependent var 1.297301 S.E. of regression 1.370526 Sum squared resid 54.47188 F-statistic 0.393324 Durbin-Watson stat 1.797626

Prob(F-statistic) 0.877212

Unweighted Statistics

(9)

Hasil Regrsi dengan

Haussman Test

Sumber : Output Eviews, 2014

Correlated Random Effects - Hausman Test Pool: RE

Test cross-section random effects

Test Summary

Chi-Sq.

Statistic Chi-Sq. d.f. Prob.

(10)

Lampiran ix

Hasil Perbandingan Uji Haussman

Chi Square

Hitung

(Haussman

Test)

Sign Chi-Square

Tabel

Kesimpulan

4.583596 < 12.59

H1

ditolak

Dengan demikian model yang

dipilih adalah random effect.

P-value

(Haussman

Test)

Sign Alpha

Kesimpulan

0.5982 > 0.05

H1

ditolak

(11)

Bentuk persamaan yang diperoleh dari metode FEM :

Y_ADES = C(8) + C(1) + C(2)*X1_ADES + C(3)*X2_ADES + C(4)*X3_ADES + C(5)*X4_ADES + C(6)*X5_ADES + C(7)*X6_ADES

Y_AISA = C(9) + C(1) + C(2)*X1_AISA + C(3)*X2_AISA + C(4)*X3_AISA + C(5)*X4_AISA + C(6)*X5_AISA + C(7)*X6_AISA

Y_CEKA = C(10) + C(1) + C(2)*X1_CEKA + C(3)*X2_CEKA + C(4)*X3_CEKA + C(5)*X4_CEKA + C(6)*X5_CEKA + C(7)*X6_CEKA

Y_DLTA = C(11) + C(1) + C(2)*X1_DLTA + C(3)*X2_DLTA + C(4)*X3_DLTA + C(5)*X4_DLTA + C(6)*X5_DLTA + C(7)*X6_DLTA

Y_ICBP = C(12) + C(1) + C(2)*X1_ICBP + C(3)*X2_ICBP + C(4)*X3_ICBP + C(5)*X4_ICBP + C(6)*X5_ICBP + C(7)*X6_ICBP

Y_INDF = C(13) + C(1) + C(2)*X1_INDF + C(3)*X2_INDF + C(4)*X3_INDF + C(5)*X4_INDF + C(6)*X5_INDF + C(7)*X6_INDF

Y_MLBI = C(14) + C(1) + C(2)*X1_MLBI + C(3)*X2_MLBI + C(4)*X3_MLBI + C(5)*X4_MLBI + C(6)*X5_MLBI + C(7)*X6_MLBI

Y_MYOR = C(15) + C(1) + C(2)*X1_MYOR + C(3)*X2_MYOR + C(4)*X3_MYOR + C(5)*X4_MYOR + C(6)*X5_MYOR + C(7)*X6_MYOR

Y_ROTI = C(16) + C(1) + C(2)*X1_ROTI + C(3)*X2_ROTI + C(4)*X3_ROTI + C(5)*X4_ROTI + C(6)*X5_ROTI + C(7)*X6_ROTI

Y_SKLT = C(17) + C(1) + C(2)*X1_SKLT + C(3)*X2_SKLT + C(4)*X3_SKLT + C(5)*X4_SKLT + C(6)*X5_SKLT + C(7)*X6_SKLT

Y_STTP = C(18) + C(1) + C(2)*X1_STTP + C(3)*X2_STTP + C(4)*X3_STTP + C(5)*X4_STTP + C(6)*X5_STTP + C(7)*X6_STTP

Y_ULTJ = C(19) + C(1) + C(2)*X1_ULTJ + C(3)*X2_ULTJ + C(4)*X3_ULTJ + C(5)*X4_ULTJ + C(6)*X5_ULTJ + C(7)*X6_ULTJ

Substituted Coefficients: =====================

Y_ADES = -0.728394437557 - 3.22329701074 - 0.195828823615*X1_ADES + 1.47435438781*X2_ADES - 2.32683361564*X3_ADES - 0.529502739318*X4_ADES + 5.14621872522*X5_ADES + 14.6019101716*X6_ADES

(12)

Y_CEKA = 1.01753495384 - 3.22329701074 - 0.195828823615*X1_CEKA + 1.47435438781*X2_CEKA - 2.32683361564*X3_CEKA - 0.529502739318*X4_CEKA + 5.14621872522*X5_CEKA + 14.6019101716*X6_CEKA

Y_DLTA = -3.58101455572 - 3.22329701074 - 0.195828823615*X1_DLTA + 1.47435438781*X2_DLTA - 2.32683361564*X3_DLTA - 0.529502739318*X4_DLTA + 5.14621872522*X5_DLTA + 14.6019101716*X6_DLTA

Y_ICBP = 3.11737932672 - 3.22329701074 - 0.195828823615*X1_ICBP + 1.47435438781*X2_ICBP - 2.32683361564*X3_ICBP - 0.529502739318*X4_ICBP + 5.14621872522*X5_ICBP + 14.6019101716*X6_ICBP

Y_INDF = 1.43657013257 - 3.22329701074 - 0.195828823615*X1_INDF + 1.47435438781*X2_INDF - 2.32683361564*X3_INDF - 0.529502739318*X4_INDF + 5.14621872522*X5_INDF + 14.6019101716*X6_INDF

Y_MLBI = -5.15119730068 - 3.22329701074 - 0.195828823615*X1_MLBI + 1.47435438781*X2_MLBI - 2.32683361564*X3_MLBI - 0.529502739318*X4_MLBI + 5.14621872522*X5_MLBI + 14.6019101716*X6_MLBI

Y_MYOR = -0.0384940280407 - 3.22329701074 - 0.195828823615*X1_MYOR + 1.47435438781*X2_MYOR - 2.32683361564*X3_MYOR - 0.529502739318*X4_MYOR + 5.14621872522*X5_MYOR + 14.6019101716*X6_MYOR

Y_ROTI = -1.30462240202 - 3.22329701074 - 0.195828823615*X1_ROTI + 1.47435438781*X2_ROTI - 2.32683361564*X3_ROTI - 0.529502739318*X4_ROTI + 5.14621872522*X5_ROTI + 14.6019101716*X6_ROTI

Y_SKLT = 1.03005792545 - 3.22329701074 - 0.195828823615*X1_SKLT + 1.47435438781*X2_SKLT - 2.32683361564*X3_SKLT - 0.529502739318*X4_SKLT + 5.14621872522*X5_SKLT + 14.6019101716*X6_SKLT

Y_STTP = 1.14748199237 - 3.22329701074 - 0.195828823615*X1_STTP + 1.47435438781*X2_STTP - 2.32683361564*X3_STTP - 0.529502739318*X4_STTP + 5.14621872522*X5_STTP + 14.6019101716*X6_STTP

(13)

Bentuk persamaan yang diperoleh dari metode REM :

Y_ADES = C(8) + C(1) + C(2)*X1_ADES + C(3)*X2_ADES + C(4)*X3_ADES + C(5)*X4_ADES + C(6)*X5_ADES + C(7)*X6_ADES

Y_AISA = C(9) + C(1) + C(2)*X1_AISA + C(3)*X2_AISA + C(4)*X3_AISA + C(5)*X4_AISA + C(6)*X5_AISA + C(7)*X6_AISA

Y_CEKA = C(10) + C(1) + C(2)*X1_CEKA + C(3)*X2_CEKA + C(4)*X3_CEKA + C(5)*X4_CEKA + C(6)*X5_CEKA + C(7)*X6_CEKA

Y_DLTA = C(11) + C(1) + C(2)*X1_DLTA + C(3)*X2_DLTA + C(4)*X3_DLTA + C(5)*X4_DLTA + C(6)*X5_DLTA + C(7)*X6_DLTA

Y_ICBP = C(12) + C(1) + C(2)*X1_ICBP + C(3)*X2_ICBP + C(4)*X3_ICBP + C(5)*X4_ICBP + C(6)*X5_ICBP + C(7)*X6_ICBP

Y_INDF = C(13) + C(1) + C(2)*X1_INDF + C(3)*X2_INDF + C(4)*X3_INDF + C(5)*X4_INDF + C(6)*X5_INDF + C(7)*X6_INDF

Y_MLBI = C(14) + C(1) + C(2)*X1_MLBI + C(3)*X2_MLBI + C(4)*X3_MLBI + C(5)*X4_MLBI + C(6)*X5_MLBI + C(7)*X6_MLBI

Y_MYOR = C(15) + C(1) + C(2)*X1_MYOR + C(3)*X2_MYOR + C(4)*X3_MYOR + C(5)*X4_MYOR + C(6)*X5_MYOR + C(7)*X6_MYOR

Y_ROTI = C(16) + C(1) + C(2)*X1_ROTI + C(3)*X2_ROTI + C(4)*X3_ROTI + C(5)*X4_ROTI + C(6)*X5_ROTI + C(7)*X6_ROTI

Y_SKLT = C(17) + C(1) + C(2)*X1_SKLT + C(3)*X2_SKLT + C(4)*X3_SKLT + C(5)*X4_SKLT + C(6)*X5_SKLT + C(7)*X6_SKLT

Y_STTP = C(18) + C(1) + C(2)*X1_STTP + C(3)*X2_STTP + C(4)*X3_STTP + C(5)*X4_STTP + C(6)*X5_STTP + C(7)*X6_STTP

Y_ULTJ = C(19) + C(1) + C(2)*X1_ULTJ + C(3)*X2_ULTJ + C(4)*X3_ULTJ + C(5)*X4_ULTJ + C(6)*X5_ULTJ + C(7)*X6_ULTJ

Substituted Coefficients: =====================

Y_ADES = 0.0241891503148 + 1.13156119935 - 0.459921197365*X1_ADES + 0.0173903478652*X2_ADES + 0.796873051191*X3_ADES - 2.16132066618*X4_ADES - 1.31495217896*X5_ADES + 6.56273292115*X6_ADES

(14)

Y_CEKA = -0.0164509917409 + 1.13156119935 - 0.459921197365*X1_CEKA + 0.0173903478652*X2_CEKA + 0.796873051191*X3_CEKA - 2.16132066618*X4_CEKA - 1.31495217896*X5_CEKA + 6.56273292115*X6_CEKA

Y_DLTA = -0.0120527957184 + 1.13156119935 - 0.459921197365*X1_DLTA + 0.0173903478652*X2_DLTA + 0.796873051191*X3_DLTA - 2.16132066618*X4_DLTA - 1.31495217896*X5_DLTA + 6.56273292115*X6_DLTA

Y_ICBP = 0.041763688361 + 1.13156119935 - 0.459921197365*X1_ICBP + 0.0173903478652*X2_ICBP + 0.796873051191*X3_ICBP - 2.16132066618*X4_ICBP - 1.31495217896*X5_ICBP + 6.56273292115*X6_ICBP

Y_INDF = -0.0213398615056 + 1.13156119935 - 0.459921197365*X1_INDF + 0.0173903478652*X2_INDF + 0.796873051191*X3_INDF - 2.16132066618*X4_INDF - 1.31495217896*X5_INDF + 6.56273292115*X6_INDF

Y_MLBI = -0.0106231077499 + 1.13156119935 - 0.459921197365*X1_MLBI + 0.0173903478652*X2_MLBI + 0.796873051191*X3_MLBI - 2.16132066618*X4_MLBI - 1.31495217896*X5_MLBI + 6.56273292115*X6_MLBI

Y_MYOR = 0.0024715168242 + 1.13156119935 - 0.459921197365*X1_MYOR + 0.0173903478652*X2_MYOR + 0.796873051191*X3_MYOR - 2.16132066618*X4_MYOR - 1.31495217896*X5_MYOR + 6.56273292115*X6_MYOR

Y_ROTI = -0.0126519224211 + 1.13156119935 - 0.459921197365*X1_ROTI + 0.0173903478652*X2_ROTI + 0.796873051191*X3_ROTI - 2.16132066618*X4_ROTI - 1.31495217896*X5_ROTI + 6.56273292115*X6_ROTI

Y_SKLT = -0.00796559216008 + 1.13156119935 - 0.459921197365*X1_SKLT + 0.0173903478652*X2_SKLT + 0.796873051191*X3_SKLT - 2.16132066618*X4_SKLT - 1.31495217896*X5_SKLT + 6.56273292115*X6_SKLT

Y_STTP = -0.00725558650151 + 1.13156119935 - 0.459921197365*X1_STTP + 0.0173903478652*X2_STTP + 0.796873051191*X3_STTP - 2.16132066618*X4_STTP - 1.31495217896*X5_STTP + 6.56273292115*X6_STTP

Gambar

(Haussman Hitung Tabel

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