Question: Consider a dataset of the form D = { ( xi , yi ) } N i = 1 with xi in Rm and yi

Consider a dataset of the form D ={(xi,yi)}N i=1 with xi in Rm and yi in {0,1}. Let the dataset be D={((1,8),0),((2,8),0),((2,5),0),((5,5),0),((6,3),0),((1,4),1),((2,1),1),((2,3),1),((7,0),1)}1. Is the dataset linearly separable? 2. If the dataset is linearly separable, define the equation for the separating hyperplane. Use the form y = Ax+b and give the parameters A and b. If not, explain the minimal set of points to remove to make it separable a

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