2021
DOI: 10.37755/sjip.v7i1.428
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R ANCANG BANGUN APLIKASI REGRESI LINIER DAN KORELASI (Study Kasus : Luas Lahan Padi dan Hasil Produksi Padi Di Sumatera Utara)

Abstract: Untuk mencari hubungan fungsional antara dua variabel yang berpasangan dapat digunakan Analisis regresi. Salah satu bentuk regresi adalah regresi linier. Adapun variabel tersebut dikelompokkan menjadi  variabel tak bebas dan variabel bebas. Bentuk model persamaan regresi linier adalah , dimana  merupakan variabel tak bebas dan  meruapakan variabel bebas, sedangkan a dan b merupakan konstanta. Sedangkan untuk mengetahui seberapa besar derajat hubungan tersebut diguankan analisis korelasi. Untuk menganalisa dan … Show more

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“…Regression analysis determines the relationship between two pairing datasets, where one data group depends on the other. Correlation analysis measures how strong the relationship between variables is if the observation data consists of many variables [10]. The correlation coefficient formula is [11]:…”
Section: Correlation Analysismentioning
confidence: 99%
“…Regression analysis determines the relationship between two pairing datasets, where one data group depends on the other. Correlation analysis measures how strong the relationship between variables is if the observation data consists of many variables [10]. The correlation coefficient formula is [11]:…”
Section: Correlation Analysismentioning
confidence: 99%