The table below show ten examples. The chart shows these examples and a line defined by \(\theta_0\) and \(\theta_1\). Move the sliders to adjust the values of \(\theta_0\) and \(\theta_1\). Try to minimize the value of the cost function \(J(\theta_0, \theta_1)\).

$$i$$ $$x^{(i)}$$ $$y^{(i)}$$
\(\theta_0 = \) 
\(\theta_1 = \) 
\(J(\theta_0, \theta_1) = \)