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y^=h(x)=0,xdataset{(0,0),(1,2),(2,4)}={(x(0),y(1)),(x(0),y(2)),(x(3),y(3))} Manually, cal culate the folloving gradient paramelens for iterations n=2 and 3 . The first iteration is calculated for you: x=.201=0(initialized)P=x y^=h(x)=0,xdataset{(0,0),(1,2),(2,4)}={(x(0),y(1)),(x(0),y(2)),(x(3),y(3))} Manually, cal

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y^=h(x)=0,xdataset{(0,0),(1,2),(2,4)}={(x(0),y(1)),(x(0),y(2)),(x(3),y(3))} Manually, cal culate the folloving gradient paramelens for iterations n=2 and 3 . The first iteration is calculated for you: x=.201=0(initialized)P=x y^=h(x)=0,xdataset{(0,0),(1,2),(2,4)}={(x(0),y(1)),(x(0),y(2)),(x(3),y(3))} Manually, cal culate the folloving gradient paramelens for iterations n=2 and 3 . The first iteration is calculated for you: x=.201=0(initialized)P=x

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