Use the scatter3D to plot in three dimensions. Create four subplots with the appropriate viewing angles...

 

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Use the scatter3D to plot in three dimensions. Create four subplots with the appropriate viewing angles using the view_init() function. Now that we have fit our model, which means that we have computed the optimal model parameters, we can use our model to plot the regression line for the data. Below, I supply you with x_fit and y_fit that represent the x- and y-data of the regression line, respectively. All we need to do next is ask the model to predict a z_fit value for each x_fit and y_fit pair by invoking the model's predict() method. This should make sense when you consider the ordinary least squares linear regression equation for calculating z_fit: zfit=00+0 1xfit+0 2yfitzfit=0^0+0^1xfit+0^2yfit where 8 10^i are the computed model parameters. You must use x_fit and y_fit as features to be passed together as a DataFrame to the model's predict() method, which will return z_fit as determined by the above equation. Once you obtain z_fit, you are ready to plot the regression line by plotting it against x_fit and y_fit. CODE x_fit y_fit = x_fit = np.linspace(0,21,1000) Use the scatter3D to plot in three dimensions. Create four subplots with the appropriate viewing angles using the view_init() function. Now that we have fit our model, which means that we have computed the optimal model parameters, we can use our model to plot the regression line for the data. Below, I supply you with x_fit and y_fit that represent the x- and y-data of the regression line, respectively. All we need to do next is ask the model to predict a z_fit value for each x_fit and y_fit pair by invoking the model's predict() method. This should make sense when you consider the ordinary least squares linear regression equation for calculating z_fit: zfit=00+0 1xfit+0 2yfitzfit=0^0+0^1xfit+0^2yfit where 8 10^i are the computed model parameters. You must use x_fit and y_fit as features to be passed together as a DataFrame to the model's predict() method, which will return z_fit as determined by the above equation. Once you obtain z_fit, you are ready to plot the regression line by plotting it against x_fit and y_fit. CODE x_fit y_fit = x_fit = np.linspace(0,21,1000)

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Python Code import numpy as np import matplotlibpyplot as plt from mpltoolkitsmplot3d import Axes3D from matplotlib import cm from matplotlibticker im... View the full answer