Model Regresi Berganda Hasil Penelitian

4.1.3. Model Regresi Berganda

Hasil regresi linear berganda pengaruh Nilai Perusahaan dan Profitabilitas yang diproksikan kedalam Return on Asset ROA, Return on Equity ROE dan Net Profit Margin NPM terhadap Corporate Social Responsibility pada perusahaan telekomunikasi yang terdaftar di Bursa Efek Indonesia yang ditunjukkan pada tabel 4.5 berikut: Tabel 4.5 Hasil Analisis Regresi Berdasarkan hasil analisis regresi linear berganda yang digunakan untuk menguji pengaruh dua atau lebih variabel independen terhadap satu variabel dependen. Persamaan regresi dapat dilihat dari tabel hasil uji coefficients. Pada tabel coefficients yang dibaca adalah nilai dalam kolom B pada baris pertama menunjukkan konstanta a dan baris selanjutnya menunjukkan konstanta variabel independen. Berdasarkan tabel 4.5 diatas maka model regresi yang digunakan adalah sebagai berikut: Model Unstandardized Coefficients Standardized Coefficients t Sig. B Std. Error Beta 1 Constant .639 .094 6.765 .000 FV -.068 .038 -.488 -1.819 .092 ROA .001 .009 .064 .114 .911 ROE -5.831E-5 .000 -.068 -.181 .859 NPM .001 .001 .272 .388 .704 Universitas Sumatera Utara CSR = 0.639 – 0.68 Firmvalue + 0.001 ROA - 5.831E-5 ROE + 0.001 NPM Dari persamaan regresi tersebut diatas maka dapat dianalisis sebagai berikut: a. Konstanta sebesar 0.639 menyatakan bahwa jika nilai firm value, ROA, ROE dan NPM adalah nol maka CSR yang terjadi adalah sebesar 0.639. b. Koefisien regresi firm value sebesar -0.68 menyatakan bahwa setiap penambahan firm value sebesar 1 maka akan menurunkan CSR sebesar 0.68. c. Koefisien regresi ROA sebesar 0.001 menyatakan bahwa setiap penambahan ROA sebesar 1 maka akan meningkatkan CSR sebesar 0.001. d. Koefisien regresi ROE sebesar -5.831E-5 menyatakan bahwa setiap penambahan ROE sebesar 1 maka akan menurunkan CSR sebesar - 5.831E-5 . e. Koefisien regresi NPM sebesar 0.001 menyatakan bahwa setiap penambahan NPM sebesar 1 maka akan meningkatkan CSR sebesar 0.001. Universitas Sumatera Utara 4.1.4. Uji Hipotesis 4.1.4.1. Uji Koefisien Determinasi R

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