Created
May 4, 2018 10:03
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Make Graph to Simple Linear Regression, y=laba; x=keuntungan.
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| import numpy as np | |
| import matplotlib.pyplot as plt | |
| from matplotlib import style | |
| style.use("ggplot") | |
| keuntungan = [7000000, 10000000, 7500000, 5000000, 17000000, 7000000, 14000000] | |
| laba = [3000000, 4000000, 2000000, 1200000, 5000000, 2000000, 5000000] | |
| def linearRegresion(data): | |
| ''' | |
| indeks[0] -> response variable -> x | |
| indeks[1] -> predictor variable -> y | |
| ''' | |
| x2=[] | |
| y2=[] | |
| xy=[] | |
| n = len(data[0]) | |
| for x in data[0]: | |
| x2.append(x**2) | |
| for y in data[0]: | |
| y2.append(y**2) | |
| i=0; | |
| while(i<n): | |
| dump = data[0][i]*data[1][i] | |
| xy.append(dump) | |
| i+=1 | |
| jmlhx = sum(data[0]) | |
| jmlhy = sum(data[1]) | |
| jmlhx2 = sum(x2) | |
| jmlhy2 = sum(y2) | |
| jmlhxy = sum(xy) | |
| a = ((jmlhy*jmlhx2)-(jmlhx*jmlhxy))/(n*jmlhx2-(jmlhx**2)) | |
| b = ((n*jmlhxy)-(jmlhx*jmlhy))/(n*jmlhx2-(jmlhx**2)) | |
| return(a,b) | |
| def gambarGrafik(dataProses): | |
| a,b = linearRegresion(dataProses) | |
| print("Nilai a adalah %.4f"%(a)) | |
| print("Nilai b adalah %.4f"%(b)) | |
| def f1(keanggotaan,a,b): | |
| hit = [] | |
| for x in keanggotaan: | |
| y = b*x+a | |
| hit.append(y) | |
| return(hit) | |
| plt.scatter(dataProses[0],dataProses[1],label='data aktual',s=10) | |
| plt.plot(dataProses[0],f1(dataProses[0],a,b),c='k',label='hasil regresi without',linewidth=0.5) | |
| plt.title("Hasil regresi Linear Sederhana") | |
| plt.ylabel("laba") | |
| plt.xlabel("keuntungan") | |
| plt.legend() | |
| fig = plt.figure(1) | |
| fig.canvas.set_window_title("regresi by sufyan97") | |
| plt.show() | |
| gambarGrafik([keuntungan,laba]) |
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